tag:blogger.com,1999:blog-59155071778104756162024-03-05T03:40:52.858-08:00Morgan Plant Ecology BlogJohn Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.comBlogger105125tag:blogger.com,1999:blog-5915507177810475616.post-53463109221444092462017-12-31T17:08:00.000-08:002017-12-31T17:13:12.024-08:00Where have all the trees gone?<!--[if !mso]>
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<span lang="EN-GB"><i>In the 2nd of a series of guest posts from my Post-Grad students, MSc candidate Simon Heyes gets us to think about savanna in southern Australia. </i></span><br />
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<span lang="EN-GB">Imagine the Victorian volcanic plains prior
to the arrival of Europeans. They stretch from Melbourne to near the border with South Australia. Most of us picture the plains as covered by copper-coloured Kangaroo
Grass (that amazingly widespread C4 grass that has taken over Australia since it's arrival 1.8 M yrs ago), a riot of wildflowers and maybe a fire on the horizon. Now picture this same landscape, but include a
sparse cover of trees such as Drooping She-oak, Lightwood, Bursaria and
Banksia. This kind of landscape wouldn’t look out of place with a pride of
lions lounging under the shade of an Acacia, but this isn’t Africa, this is southern Australia.</span><br />
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<tr><td class="tr-caption" style="text-align: center;"><!--[if gte mso 9]><xml>
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</xml><![endif]--><i style="mso-bidi-font-style: normal;"><span lang="EN-GB" style="font-family: "calibri" , sans-serif; font-size: 11.0pt; line-height: 107%;">Scene from a savanna in western Victoria in the
1850’s?</span></i><i style="mso-bidi-font-style: normal;"><span lang="EN-GB" style="font-family: "calibri" , sans-serif; font-size: 11.0pt; line-height: 107%;"><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
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<span lang="EN-GB">We know trees, such as Silver Banksia, were
probably much more widespread on the plains at the time of European settlement, although they have largely been forgotten over the last century or more as trees were likely quickly utilised/removed, being a valuable commodity to early settlers. Historic anecdotes and paintings
- such as the one by Duncan Elphinstone Cooper painted in the 1850’s at Challicum,
Western Victoria - provide insight into the past, a time-capsule only now being opened to eager eyes. Looking at some of this work has lead me to ask: “did the pre-European plains constitute a savanna? Or is this a grassland with trees?" Have we been looking at the plains through a grassland lens when, in fact, a unique, non-eucalypt savanna (comprising Acacia, She-oak,
Banksia and Sweet Bursaria) may have been the original vegetation state over much of this area? To answer this, it helps to know what a savanna is?<br />
<br />
Savannas have been variously defined; many authors seem to settle on the
definition as "a tropical continuous grassland and scattered trees with a long
dry season" (Scholes & Archer 1997). Others have </span><span lang="EN-GB">defined savannas as "open (sparse to no
trees) and dominated by C4 grasses". So, are savannas a tropical to subtropical
thing only? Perhaps not.<span style="mso-spacerun: yes;"> [Note: there is no mention of mechanism in these definitions as to why trees are spare]. The longleaf pine (<i>Pinus palustris</i>) savanna of southeastern USA, for example, is an ecosystem dominated by Wiregrasses (<i>Aristida </i>spp.), a group of C4 grasses. The climate (for SE USA in places like Louisiana & Mississippi) is </span></span><span lang="EN-GB"><span style="mso-spacerun: yes;"><span class="_Tgc">humid subtropical, with rainfall between 3-6" in each month of the year.</span></span> A long dry season it does not have.<br />
<br />
Another interesting way to define and classify a savanna was proposed by Ratnam et al. (2011). In their paper, they provide a key based upon a trait
approach to distinguish between savanna and forest. So, how does this approach
work for “savannas” in western Victoria?</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVBnd5Ei-kxBYYG7pl2FpW3eFym_ILJfpbJ_D0kB70BdkdHY686tkAN6b2eJTmerBxfZyBdlDd_YDEpmShAkTxmQ2p4qAOTxpTzpyNcPcXEQjR74hqE-Gx-V3vq_4SoTKMWsiPmFlt4C09/s1600/Fig2.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="140" data-original-width="507" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVBnd5Ei-kxBYYG7pl2FpW3eFym_ILJfpbJ_D0kB70BdkdHY686tkAN6b2eJTmerBxfZyBdlDd_YDEpmShAkTxmQ2p4qAOTxpTzpyNcPcXEQjR74hqE-Gx-V3vq_4SoTKMWsiPmFlt4C09/s400/Fig2.png" width="400" /></a></td></tr>
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<span lang="EN-GB" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB">Well our savanna certainly
doesn’t have a closed canopy (</span><span lang="EN-US" style="font-family: "yu mincho" , serif;">✓</span><span lang="EN-GB">) </span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="EN-GB" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB">Kangaroo Grass is the
monodominant C4 grass species that accumulates combustable biomass quickly (</span><span lang="EN-US" style="font-family: "yu mincho" , serif;">✓</span><span lang="EN-GB">)</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-left: 18.0pt; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span lang="EN-GB" style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="EN-GB">Ok, so here at number 3 we
find ourselves falling down because all of our tree species on the plains - She-oak, Banksia and Bursaria - are also found in forests, heathlands and coastal
woodlands. This is because they have not evolved as savanna species but, rather, occupy a savanna habitat ( </span><span lang="EN-GB" style="font-family: "yu mincho" , serif;">X</span><span lang="EN-GB"> )</span></div>
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<br /></div>
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<span lang="EN-GB">However, if we take Banksia as an example, we
hit some uncertainty.</span></div>
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<br /></div>
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<span lang="EN-GB">This species is not just found in grasslands of western Victoria but
is also under the canopy of various forest types and also occurs in coastal heathland where is recruits after fire (i.e. in a high light environment). Plants on the plains are small,
non-obligate seeding trees and their saplings appear to be able to resprout and
persist under frequent fire; sapling regeneration does not appear to depend on fire. Many of these traits and adaptations to
fire probably evolved well before the arrival of C4 grasslands (in response to climate drivers such as drought) and
it goes some way to explaining why these species exist on the plains as savanna-like trees. Whether fire or herbivores (such as <i>Diprotodon</i>) kept the trees open, or there are inherent limits to trees imposed by soils and climate, are still only vaguely resolved. Indeed, only one Honours thesis (from back in the 1970s) has explicitly tried to answer this question - for eucalypts, a group of trees that were not the treed component of the plains. There's a great opportunity for more research to tease this out.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4_5uqNcaL1GmNi9elj5cdTWpQkYcxHZ2CGz82L2ARok5qdzHeTRlB5qTQhgxhthX7brnILmV5VeQvm8rHzsEaLRk5EPmzTVLLqsTMKnyXDnUrSojYJjJmM2QpNrMMwwvc8YEHOxof0wDr/s1600/fig3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="776" data-original-width="1380" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4_5uqNcaL1GmNi9elj5cdTWpQkYcxHZ2CGz82L2ARok5qdzHeTRlB5qTQhgxhthX7brnILmV5VeQvm8rHzsEaLRk5EPmzTVLLqsTMKnyXDnUrSojYJjJmM2QpNrMMwwvc8YEHOxof0wDr/s640/fig3.jpg" width="640" /></a></td></tr>
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<i style="mso-bidi-font-style: normal;"><span lang="EN-GB"> </span></i><span lang="EN-GB">For now, I think I will still call the
treed-landscapes of western Victoria savanna-like. I think that trees are sufficiently sparse to not constitute a woodland, but trees were likely a persistent element of the landscape (and widespread enough across the plains) to be more than a local phenomena only. What is really important is that we recognize the important contribution that trees did make to the fabric of the original vegetation. In some small way, the creation of the new <span style="color: purple;"><a href="https://victorianvolcanicplainscmn.wordpress.com/friends-of-forgotten-woodlands/">Friends of Forgotten Woodlands </a></span>is perhaps that first step to wider appreciation of these hitherto forgotten ecosystems.</span><br />
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<span style="font-size: x-small;"><span lang="EN-GB" style="background: white none repeat scroll 0% 0%;"><b>References</b></span></span></div>
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<span style="font-size: x-small;"><span lang="EN-GB">Ratnam J, Bond WJ, Fensham RJ, Hoffmann WA,
Archibald S, Lehmann CER, Anderson MT, Higgins SI & Sankaran M. (2011) <span style="background: white none repeat scroll 0% 0%;">When is a ‘forest’ a savanna, and why does it matter?.
Global Ecology and Biogeography, 20: 653–660</span></span></span></div>
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<span style="font-size: x-small;"><span lang="EN-GB">Scholes RJ, & Archer SR. (1997) Tree-grass interaction in savannas.</span><span lang="EN-GB"> <span class="journalname"><span style="background: white none repeat scroll 0% 0%;">Annual Review of Ecology and Systematics</span></span><span style="background: white none repeat scroll 0% 0%;"> <span class="year">1997</span> <span class="volume">28</span>:<span class="issue">1</span>, <span class="page">517-544</span></span></span><span class="page"><span lang="EN-GB" style="background: white none repeat scroll 0% 0%; font-family: "arial" , sans-serif;"> </span></span></span></div>
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John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com1tag:blogger.com,1999:blog-5915507177810475616.post-17150312215028315172017-11-10T03:05:00.002-08:002017-11-10T03:05:54.439-08:00Guest Post: Coming out of the shadows – do ecologists need to think more about light?<span style="color: #20124d; font-family: inherit;"><strong>In the first of a series of Guest Posts, my PhD student Sue Bryceson (</strong></span><a href="mailto:S.Bryceson@latrobe.edu.au"><span style="color: #20124d; font-family: inherit;"><strong>S.Bryceson</strong></span></a><a href="https://www.blogger.com/null"><span style="color: #20124d; font-family: inherit;"><strong>@latrobe.edu.au</strong></span></a><span style="color: #20124d; font-family: inherit;"><strong>) tackles the question: what do we really know about light? And how might it shape the understorey of eucalypt forests?</strong></span><br />
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<span style="color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="color: black; font-family: "Courier New", Courier, monospace;">Every seed catalogue and every nursery pot label indicates
the optimum sun exposure conditions for the plants they sell: ‘sun’, ‘shade’ or
‘partial shade’ (which usually means ‘full sun for one part of the day’).
Australian plant growers have inherited this standard practice from Northern Hemisphere
thinking, and it permeates horticulture, botany and by default, ecology. I’m
starting to think that this needs to be refined.</span></span></div>
<span style="color: black; font-family: "Courier New", Courier, monospace;"></span><br />
<span style="color: black; font-family: "Courier New", Courier, monospace;"></span><br />
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<span style="font-family: Calibri;"><span style="color: black;"><span style="font-family: "Courier New", Courier, monospace;"><span style="color: black; mso-ascii-font-family: Calibri; mso-hansi-font-family: Calibri;">As many a tourist to Australia will bemoan, it can be hard
to find shade from sun or shelter from rain under eucalypts </span>compared to
the protection offered by a plane tree, elm, or oak. A well-known characteristic
of our iconic tree is that the leaves angle downwards, a trait that enables
them to avoid the intensity of the midday sun. This characteristic also means
that when the sun is high in the sky, the leaves cast dappled shade. </span></span></span></div>
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<span style="color: black; font-family: "Courier New", Courier, monospace;">I started trying to characterise eucalypt shade compared to
the shade of exotic species. What is the shade like, and how does it affect
what can grow under it? Does this affect the dynamics of eucalypt-dominated
ecosystems? So I photographed a 1 x 1 m white quadrat under eucalypt woodland
shade (top image), then posterised the images (centre) to quantify the shade levels.
I did the same thing under exotic canopies (bottom).</span></div>
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<span style="font-family: inherit;"><span style="color: #20124d;"><span style="font-family: "Courier New", Courier, monospace;">I wanted to know more, so I took a photo every 15 minutes
for 4 hours under a dozen different woodland canopies in Melbourne, native and
exotic. The images below show one of this series.</span> </span></span></div>
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<span style="color: #20124d; font-family: "Courier New", Courier, monospace;">The shade patches shift randomly and rapidly. There’s no
temporal pattern, just blasts of light amid splotches of shade. Anything growing
under this dappled shade would need to be able to cope with full sun conditions
‑ although only for minutes at a time ‑ rather than the muted light of steady shade.
Any understorey shrub or groundcover plant that can take advantage of these
minutes of strong light could have a competitive edge.</span></div>
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<span style="color: #20124d; font-family: "Courier New", Courier, monospace;">An agricultural study in the tropics found that full sun
plants like melon and capsicum can grow equally well under the dappled shade of
a passionfruit (but not deep shade). Studies of light flecks in tropical rainforests
typically find that plants can fire up their
photosynthesis mechanisms as soon as the sun-specks hit them. It’s not a long
stretch to think that this phenomenon is probably happening right through the
dappled shade of Australia’s eucalypt woodlands. </span></div>
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<span style="color: #20124d; font-family: "Courier New", Courier, monospace;">How many of Australia’s common eucalypt-woodland plants
could grow under the shade of a North American elm or savanna oak? I suspect
that the canopy light conditions mean there are clear halos under northern
hemisphere trees where the plant life is clearly different to the surroundings,
whereas in Australia any such vegetation shift is less apparent. </span></div>
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<div style="margin: 0cm 0cm 6pt;">
<span style="color: #20124d; font-family: "Courier New", Courier, monospace;">So as well as looking at soil patterns to explain species
distribution in woodlands, perhaps we should also be looking upwards to see
what’s going on with the light?</span></div>
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John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-51562966914458347072017-10-01T14:30:00.001-07:002017-10-01T14:30:20.018-07:00Linear Native Grasslands and FireThis short video - <a href="https://vimeo.com/231485778"><span style="color: purple;"><strong>Linear Reserves Project</strong></span></a> - details how conservation of threatened native grasslands on linear reserves such as roadsides is advantaged by burning for asset protection. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFBut0MfOM9cflUSH7kR49QNbGBtn99n4dwRWM9q_vR7kASiD1WVkvZ-IfcvM6zsroFh7XWKvfDKrvlWCTtw72Xt4oq9_rNl28YJlZJBm4-PQhDBusJdDpMkFh81iDKdjbKvrr9bZioPHn/s1600/IMAG0947.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="903" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFBut0MfOM9cflUSH7kR49QNbGBtn99n4dwRWM9q_vR7kASiD1WVkvZ-IfcvM6zsroFh7XWKvfDKrvlWCTtw72Xt4oq9_rNl28YJlZJBm4-PQhDBusJdDpMkFh81iDKdjbKvrr9bZioPHn/s320/IMAG0947.jpg" width="320" /></a></div>
The best examples of native grasslands on the Victorian Volcanic Plains are those that have had a long history of frequent fire and little grazing. This has happened almost by accident. The Country Fire Authority (CFA) burns roadsides in summer to mitigate the risk of fire sweeping across that landscape. As it happens, such a regime promotes light sensitive forbs and grasses, including a multitude of geophytes, because it reduces the probability of competitive exclusion by tall C4 grasses. Few exotic grasses move into intact systems under this regime too. It's interesting to see the CFA now promotes roadside vegetation conservation, seeing a mutual benefit of maintaining these endangered ecosystems (because of the reduced fire risk from low biomass grasslands relative to higher biomass exotics). <br />
<br /><br />
There's some excellent shots of fire taken by drones, lots on lovely photos of grasslands and their biodiversity, and a cautionary tale about the need to recognise endangered vegetation. John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-50133940892288331872017-09-04T08:47:00.003-07:002017-09-04T15:04:26.614-07:00The "wow" moments in ecology<br />
<span style="font-family: "calibri";">Every now and then you read a paper or, better still, make
an observation that makes you step back and go "wow! Isn't that
awesome?" </span><br />
<br />
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<div style="margin: 0cm 0cm 8pt;">
<span style="font-family: "calibri";">I had one of those moments recently. It involved the a)
reading of a paper that b) made me recall an observation I made a few years ago
which intrigued me at the time. I'd filed away the observation hoping to
re-visit it one day. Maybe that day has arrived! Such moments reminds you of
why you do what you do (in my case, studying the dynamics of ecosystems) and
the excitement that can be generated by new discovery. </span></div>
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<div style="margin: 0cm 0cm 8pt;">
<span style="font-family: "calibri";">All good questions in ecology stem from observations of
nature that generate testable hypotheses. For me, natural history informs what
I do on so many levels. Observing the form of plants invariably gets you
thinking about the function of plants. Looking at a stand of trees gets you
thinking about why there are no seedlings. Compiling a species list for a 1m2
quadrat and getting to 42 plant species invariably gets you to thinking about
the mechanisms that allow so many species to coexist in such a small area. It's
how careers are built - curiosity demands explanation.</span></div>
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<div style="margin: 0cm 0cm 8pt;">
<span style="font-family: "calibri";">Recently I stumbled across a paper in <i>Ecology</i> - in a
new (and welcome) section of the journal titled <i>The Scientific Naturalist - </i>that
excited me no-end. A bunch of ecologists (Dell et al. 2017) had been burning
pine savanna in the USA when they stumbled across one answer to a question that
has rarely been asked: where do invertebrates hide to survive fire? Typical
answers include: they shelter under rocks, down burrows, under bark. But, it
seems that survival might actually include climbing / walking / jumping <i>up</i>
tree trunks to escape the direct flame zone. </span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8D3IOHJ33c-DFP6sB86tHhk1-_bSKLGY7xa6B2LCvsYR0QgbZfWcRSNXRSV6Lom2ABXAvpvyvZ3owyXeTPZGrjHpUg3sxNaeZpuQEK3ltSScfCLygkdNj9lJwl9aA6bZtUU2RONxe5pmv/s1600/dell.PNG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="448" data-original-width="792" height="361" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8D3IOHJ33c-DFP6sB86tHhk1-_bSKLGY7xa6B2LCvsYR0QgbZfWcRSNXRSV6Lom2ABXAvpvyvZ3owyXeTPZGrjHpUg3sxNaeZpuQEK3ltSScfCLygkdNj9lJwl9aA6bZtUU2RONxe5pmv/s640/dell.PNG" width="640" /></a></td></tr>
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</span><br />
<div style="margin: 0cm 0cm 8pt;">
<span style="font-family: "calibri"; font-size: small;">Sticky tape acts as an effective trap for grasshoppers
and other invertebrates moving up trunks to escape fire</span></div>
<span style="font-size: small;">
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<a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><br /></div>
<span style="font-family: "calibri";"></span><div style="border-image: none;">
<span style="font-family: "calibri";">Using sticky tape sourced from the local hardware store,
wrapped around tree trunks to trap insects as they move up trees (you can
figure out direction of travel, abundance and species composition using this
simple method), the researchers describe a hitherto poorly documented
phenomenon. Insects moving up trees makes sense if fire is frequent and flames
are low. But it can't be a chance thing; something must trigger this response. <em>Wow!
How cool is this??</em></span></div>
<span style="font-family: "calibri";">
<span style="font-family: "calibri";"><br /></span><br />
<span style="font-family: "calibri";">What's really great is Dell et al's explanation for the behaviour they observed. I'd have imagined that insects would be responding to chemical cues from smoke. Given there are over 60 different compounds in smoke, it makes sense - to me - that one of these chemicals might trigger such a uniform and rapid response. Smoke drifts ahead of the flame zone and therefore provides some time for insects to respond. </span><br />
<br />
<br />
<div style="margin: 0cm 0cm 8pt;">
<div style="border-image: none;">
<span style="font-family: "calibri";">But no, the authors suggest that insects respond to the <i>sounds</i> of an approaching fire. We have a testable hypothesis right there! Apparently the frequency ranges associated with fire lie well within the arthropod hearing range. Who would have guessed!</span></div>
</div>
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<br />
<div style="margin: 0cm 0cm 8pt;">
<span style="font-family: "calibri";">So how does this relate to my own observations? Well, I read the paper and realised that I too had seen this behaviour. But I'd seen so much more!!! When burning tropical savanna at the Territory Wildlife Park in Darwin a few years ago, I was stunned when we saw ants, beetles, FROGS and GECKOS all using the trunk of a smooth-barked eucalypt tree as a veritable highway as a fire moved closer. They were all going one way - up the trunk. Not far, but definitely up. In these fires, being 2-3 m up a tree will be usually outside the flame zone and, as long as they can withstand the convective heat for a short period, then their chance of survival seemed pretty good. </span></div>
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<br />
<div style="margin: 0cm 0cm 8pt;">
<span style="font-family: "calibri";">The curious observation of animal movements up trees in the face of oncoming fire needs to be better documented. How common is it? What species typically respond in this way? Do they survive fire? How does the invasion of Gamba Grass into tropical savanna affect this survival strategy? What's the cue or cues that act as triggers for movement? If frogs are responding to the noise of a fire, then this suggests their hearing is more than just about finding a partner (i.e. sexual selection), it's about survival in a fire-prone landscape. Now that's cool! And probably rarely, if ever, been thought possible. I guess that was a bit of a "wow" moment for me.</span></div>
<br />
<div style="margin: 0cm 0cm 8pt;">
<span style="font-family: "calibri";">Dell et al. (2017) An arthropod survival strategy in a frequently burned forest. Ecology doi:10.1002/ecy.1939 </span></div>
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<br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-17131190529767769822017-02-27T14:18:00.002-08:002017-02-27T14:20:48.355-08:00It's Official! Kangaroo Grass is Australia's most widespread plant species<span style="font-family: inherit;">Large-scale investment in biodiversity informatics since the 1990s has revolutionized the study of biogeography. For instance, Australia's Virtual Herbarium (AVH; plants) and the Atlas of Living Australia (all taxa) provide immediate access to occurrence records of Australian species at the touch of a keyboard. As a consequence, the unprecedented availability of data in online natural history collections means it is now possible to test previously intractable questions at continental and global scales</span><span style="font-family: inherit;">. </span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbrc06PjUZMomkkG5kBCEY_4NsccX7oMilJXk16Xlr4G-HZCnzH6Rc6QhDPA2R_D_n5zuWWVWMm3GV7DKydn-qZT14Ng0YTeT3Mm0BAZwzhoabXoI4jCmMdv9ZOpuoqaB6dcXoh4vK4c27/s1600/rachael%252520gallagher.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbrc06PjUZMomkkG5kBCEY_4NsccX7oMilJXk16Xlr4G-HZCnzH6Rc6QhDPA2R_D_n5zuWWVWMm3GV7DKydn-qZT14Ng0YTeT3Mm0BAZwzhoabXoI4jCmMdv9ZOpuoqaB6dcXoh4vK4c27/s200/rachael%252520gallagher.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Rachel Gallagher, Macquarie University</td></tr>
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<span style="font-family: inherit;">One great example is provided in a recent paper by Rachel Gallagher on "Correlates of range size variation in the Australian seed-plant flora" published in the <em>Journal of Biogeography</em> (<a href="http://onlinelibrary.wiley.com/doi/10.1111/jbi.12711/full"><span style="color: #0b5394;">http://onlinelibrary.wiley.com/doi/10.1111/jbi.12711/full</span></a>). This study provided a taxonomically and spatially comprehensive understanding of how range size varies across a large proportion of the Australian flora. A dataset of 3,061,143 occurrence records (representing 19,277 native species from 1931 genera and 198 families) was accessed from the AVH and used to map and analyse species distributions.</span><br />
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From this, some really interesting findings about the Australian flora could be deduced.<br />
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<li>The perennial tussock grass Kangaroo Grass (<em>Themeda triandra)</em> had the largest range estimate of any species in Australia, occurring across a whopping 7,114,754 km<sup>2</sup> of the continent!! I knew that Kangaroo Grass was extensive, but had never realised it is the most widespread species of all. Rachel speculates on why this may be: "C4 photosynthesis confers major plant productivity benefits in arid and hot environments, where photorespiration is typically high. Water-loss via stomatal opening is reduced as a result of C0<sub>2</sub> concentrating mechanisms and C4 species can remain photosynthetically active at high temperatures. The development of C4 photosynthesis in grasses has been implicated in their dominance in arid and savanna biomes throughout the globe and may help maintain large range sizes across the widespread Australian arid zone."</li>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGCZ5FPQgRTKSHqUyBPSs-tWgL-5CXmClX0eDu_nMBStIrq-byOtMR0yq4hatdovj3_t86PP23JatYSKz8qoOoIHMiMPfFKJLu4CjrGFCYmaJPe3JWFybhYUtDtRHjHhHMMQhn64xEkGBN/s1600/Themeda+australis+Wonangatta+Valley2+Nov07.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGCZ5FPQgRTKSHqUyBPSs-tWgL-5CXmClX0eDu_nMBStIrq-byOtMR0yq4hatdovj3_t86PP23JatYSKz8qoOoIHMiMPfFKJLu4CjrGFCYmaJPe3JWFybhYUtDtRHjHhHMMQhn64xEkGBN/s320/Themeda+australis+Wonangatta+Valley2+Nov07.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kangaroo Grass - officially Australia's most widespread species!</td></tr>
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<li> 68% of Australian seed-plant species have ranges which cover < 1% of the continent (<77,000 km<sup>2</sup>); this is a rather astonishing number of species confined to small ranges and speaks to the concept of local endemism being very important in Australia. The smallest ranges were found in Mediterranean ecosystems in the SW corner of the continent. Additionally, a number of species had only one unique occurrence record and therefore shared the smallest range size estimate of 100 km<sup>2</sup>. While these small-ranged species were drawn from 63 plant families, 27% were orchids. </li>
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<li>On average, species that had large ranges were characteristically non-woody and were broadly associated with the arid and grassland biomes which dominate at mid-latitudes. Notably, Australia's arid biome supports a greater richness of endemic species than its tropical rain forests, implying a high degree of specialization in the arid-adapted flora.</li>
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The study demonstrated clearly the importance of arid conditions in selecting for large range size. Climatic instability has been shown to select for large range size by increasing extinctions of species with small climate niches and poor dispersal capacity. The retention of widespread taxa in response to climate oscillations has left the signature of large range size in current-day assemblages across the globe and may contribute to large range size in the Australian arid zone flora. That is, climatic fluctuations during the evolution of the Australian arid biome may have provided similarly appropriate settings for the retention of large-ranged species.<br />
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The study shows what a good dataset, a sharp mind and some nifty computing power can achieve. And it has real-world implications. Given the finding that 68% of Australian plant species have ranges which cover < 1% of the continent, a wider portion of the Australian flora may be more vulnerable to human-threats, such as habitat fragmentation and climate change, than previously acknowledged. Given that range size is inversely proportional to extinction risk, the data that underpin this study can identify which taxa and landscape locations have the smallest range sizes and this should be instrumental in identifying conservation priorities. <br />
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It also highlights to me that we still have a poor understanding of why recent 'invaders' to Australia, such as C4 grasses like Kangaroo Grass, have become so widespread in Australian ecosystems. Is it dispersal? Is it plasticity? Is it because we lack ungulates? Is it because of a grass-fire feedback? Is it because eucalypts create dappled shade rather than deep shade?<br />
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It's well worth a read!<br />
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<br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-54878675710384047312016-08-21T21:54:00.008-07:002016-08-21T23:16:26.906-07:00Shedding light on the 'dark ecology' of grasslands<div align="LEFT">
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<span style="font-family: "times new roman" , serif; font-size: 12pt; line-height: 150%;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The fire–ecosystem
functioning relationship in temperate native grasslands of southern Australia
has been well-described. Recurrent fire promotes native grass
productivity, benefits inter-tussock native flora and can reduce the potential
invasion of exotic plants. As such, it is recommended that fire be used as
a management tool to manage these endangered ecosystems. Much of the recent
research has been about the timing and frequency of fire to achieve these aims.</span></span><br />
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<span style="font-size: 12pt; line-height: 150%;"><span style="font-family: "arial" , "helvetica" , sans-serif;">However, the ecological
consequences of frequent, prescribed fires on below-ground microbial community
composition and, as a consequence, the long-term impact of repeated burning on
soil health, have not been deciphered. This is not unexpected - it's hard to
study the diversity of an ecosystem that remains hidden from view, belowground
in the soil. The 'dark ecology' of ecosystems remains virtually
unexplored, but new tools are changing this. Our new paper - led by La Trobe
Research Fellow Dr Eleonora Egidi - has just been published (early
online) in <i><a href="http://femsle.oxfordjournals.org/content/early/2016/08/14/femsle.fnw196.abstract"><b><span style="color: #0563c1;">FEMS
Microbiology Letters</span></b></a></i>, and sheds some light on the impacts of
fire on soil biota. </span></span></div>
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<span style="font-size: 12pt; line-height: 150%;"><span style="font-family: "arial" , "helvetica" , sans-serif;">To understand the
relationship between fire and the soil mycobiome, we conducted the first
analysis of the soil fungal communities in native <i>Themeda triandra</i>-dominated
grasslands undergoing regular burning in temperate Australia. The mycobiome was
characterized in relation to Fire-Frequency (1, 2, >3 yr long-term fire intervals) and Time-Since-Last-Fire. The
impact of these fire parameters on fungal community composition, richness and
diversity was quantified by MiSeq Illumina sequencing of PCR-amplified nuclear
rRNA ITS1 fragments to assess indirect and direct effects of prescribed fires. </span></span></div>
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<span style="font-size: 12pt; line-height: 150%;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Our first impressive
finding was that we found 503 OTUs in grassland soils. There are approx. 10X more entities in the soil than the number of species observed in the standing vegetation. While we could not put
names on the entities in the soil, our sequencing allowed us to discriminate
between taxonomic units and hence, give an indication of the diversity of life
occurring under the vegetation. Ascomycota were the most
abundant OTUs. Members of the Ascomycota are commonly known as the sac fungi or
ascomycetes and they are the largest phylum of Fungi. Members of the
Glomeromycota were also common - 167 of the 503 OTUs. This group is important
as they form arbuscular mycorrhizas (AMs) with the roots of land plants.<br />
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" v:shapes="Picture_x0020_2" width="752" /></span></span></span></a></div>
<div style="line-height: 150%; margin: 0cm 0cm 8pt;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: 12pt; line-height: 150%;">We found that the fungal
community composition was influenced by fire regime (frequency) <i>moreso</i>
than time-since-last fire. Overall, the change in composition was related to
small changes in relative abundance of common taxa and to more dramatic changes
in frequency of lower abundance taxa, implying a general resilience of the
fungal community to fire disturbance. Several OTUs present in low fire
frequency samples (>3 yr burning) were not found in the frequently (annual)
burnt samples, and <i>vice versa, </i>suggesting that they may represent
fire-sensitive and fire-resistant taxa respectively.</span></span></div>
<div style="line-height: 150%; margin: 0cm 0cm 8pt;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: 12pt; line-height: 150%;"></span><br /></span></div>
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" v:shapes="Picture_x0020_1" width="320" /></span></span><span style="font-size: 12pt; line-height: 150%;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The Fire-Frequency
related shift in composition was particularly significant for fungal taxa
assigned to the phylum Glomeromycota. Members of this phylum are mutualistic,
obligate symbionts able to form arbuscular mycorrhizal (AM) associations,
suggesting that the differences observed between >3yr and annually
burnt grasslands may be driven by the difference in the plant community
composition that results from different fire regimes. However, this conclusion
remains very speculative and worthy of further investigation.</span></span></div>
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<span style="font-size: 12pt; line-height: 150%;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Soil microbes represent
the majority of biodiversity in terrestrial ecosystems and are clearly a
diverse component of temperate native grasslands. Because they are intimately
involved in ecosystem functions, we suggest that changes in fungal community
composition should be taken into account when assessing the impact of land
management strategies in temperate grasslands, and we now have (relatively cheap) sequencing technology to do this. It goes without saying, but there is still much to be learnt.</span></span></div>
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<br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-79117612232746426102016-08-10T19:36:00.001-07:002016-08-10T19:37:29.846-07:00PhD Opportunity! <span style="color: black; font-family: "calibri"; font-size: 20pt; font-weight: bold;">Genetic Rescue of an endangered
grassland daisy</span><br />
<br />
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<span style="color: #996600; font-family: "calibri"; font-size: 20pt; font-weight: bold;">Field,
glasshouse and laboratory work</span></div>
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" 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" 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" width="320" /></span></div>
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<span style="color: black; font-family: "calibri"; font-size: 14pt; font-weight: bold;">Supervisors: </span><span style="color: black; font-family: "calibri"; font-size: 12pt;">Dr
John Morgan (La Trobe University) & Dr Steve Sinclair (Arthur </span><span style="color: black; font-family: "calibri"; font-size: 12pt;">Rylah</span><span style="color: black; font-family: "calibri"; font-size: 12pt;">
Institute)</span></div>
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<span style="color: #996600; font-family: "calibri"; font-size: 20pt;"></span><div style="-ms-word-break: normal; direction: ltr; language: en-AU; margin-bottom: 0pt; margin-left: 0in; margin-top: 0pt; mso-line-break-override: none; punctuation-wrap: hanging; text-align: left; unicode-bidi: embed;">
<span style="color: #996600; font-family: "calibri"; font-size: 20pt;"><span style="color: black; font-family: "times new roman"; font-size: small;">
</span></span></div>
<span style="color: #996600; font-family: "calibri"; font-size: 20pt;">
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<span style="color: #996600; font-family: "calibri"; font-size: 14pt; font-weight: bold;">The
project</span></div>
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<span style="color: black; font-family: "calibri"; font-size: 12pt;">The </span><span style="color: black; font-family: "calibri"; font-size: 12pt;">Button
</span><span style="color: black; font-family: "calibri"; font-size: 12pt;">Wrinklewort</span><span style="color: black; font-family: "calibri"; font-size: 12pt;">
daisy </span><span style="color: black; font-family: "calibri"; font-size: 12pt; font-style: italic;">Rutidosis</span><span style="color: black; font-family: "calibri"; font-size: 12pt; font-style: italic;">
</span><span style="color: black; font-family: "calibri"; font-size: 12pt; font-style: italic;">leptorrhynchoides</span><span style="color: black; font-family: "calibri"; font-size: 12pt;"> </span><span style="color: black; font-family: "calibri"; font-size: 12pt;">has
helped reveal </span><span style="color: black; font-family: "calibri"; font-size: 12pt;">the
importance of genetic </span><span style="color: black; font-family: "calibri"; font-size: 12pt;">self-</span><span style="color: black; font-family: "calibri"; font-size: 12pt;">incompatability</span><span style="color: black; font-family: "calibri"; font-size: 12pt;"> and
ploidy variation for plant conservation. Despite </span><span style="color: black; font-family: "calibri"; font-size: 12pt;">this contribution to science, </span><span style="color: black; font-family: "calibri"; font-size: 12pt; font-style: italic;">Rutidosis</span><span style="color: black; font-family: "calibri"; font-size: 12pt;"> </span><span style="color: black; font-family: "calibri"; font-size: 12pt;">is in
serious decline </span><span style="color: black; font-family: "calibri"; font-size: 12pt;">in
the wild, and is listed as Endangered.<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="color: black; font-family: "calibri"; font-size: 12pt;">The
PhD candidate will work in a multidisciplinary team investigating the genetic
rescue of </span><span style="color: black; font-family: "calibri"; font-size: 12pt; font-style: italic;">Rutidosis</span><span style="color: black; font-family: "calibri"; font-size: 12pt;">.<span style="mso-spacerun: yes;"> </span>The project will involve the production of
plants with known genetic heritage, from glasshouse crosses, using a range of
wild populations. The offspring will form the basis for replicated experimental
populations in the wild and the glasshouse. Their fitness and genomic structure
will be tracked over several years. The candidate will have opportunity to
develop independent questions. The project is expected to yield new populations
of this endangered species, as well as new insights into the way that genetic
rescue acts in populations and at the DNA-level.</span></div>
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<span style="color: #996600; font-family: "calibri"; font-size: 14pt; font-weight: bold;">The
</span><span style="color: #996600; font-family: "calibri"; font-size: 14pt; font-weight: bold;">team</span></div>
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<span style="color: black; font-family: "calibri"; font-size: 11pt;">The </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">project </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">forms </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">part of a larger </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">ARC
Linkage Project </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">on
</span><span style="color: black; font-family: "calibri"; font-size: 11pt;">multiple
plant and animal species - </span><span style="color: black; font-family: "calibri"; font-size: 11pt; font-style: italic; font-weight: bold;">“Genetic
rescue of Australian Wildlife” - </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">led </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">by </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">Prof </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">Paul Sunnucks at Monash U</span><span style="color: black; font-family: "calibri"; font-size: 11pt;">niversity,
</span><span style="color: black; font-family: "calibri"; font-size: 11pt;">and involves nationwide partners with a
wide range of skills and responsibilities for wildlife, including the
Department of Environment, Land, Water and Planning (VIC), Diversity Arrays
Technology, Zoos Victoria, Environment and Planning Directorate (ACT), the
Department of Parks and Wildlife (WA), University of Canberra, and </span><span style="color: black; font-family: "calibri"; font-size: 11pt;">Andew</span><span style="color: black; font-family: "calibri"; font-size: 11pt;">
Young (CSIRO).</span><span style="color: black; font-family: "calibri"; font-size: 12pt;"><br />
</span></div>
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<span style="color: #996600; font-family: "calibri"; font-size: 14pt; font-weight: bold;">Eligibility
& application</span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">The </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">candidate </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">will have </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">a Masters or 1st </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">class
</span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">Honours
degree </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">in a
relevant field,<span style="mso-spacerun: yes;"> </span>enthusiasm for
conservation biology, and a good work ethic.<span style="mso-spacerun: yes;">
</span></span><span style="color: black; font-family: "calibri"; font-weight: bold;">The </span><span style="color: black; font-family: "calibri"; font-weight: bold;">successful candidate must secure an
</span><span style="color: black; font-family: "calibri"; font-weight: bold;">LTU </span><span style="color: black; font-family: "calibri"; font-weight: bold;">PhD stipend </span><span style="color: black; font-family: "calibri"; font-weight: bold;">scholarship. Applications for scholarship close 31 </span><span style="color: black; font-family: "calibri"; font-weight: bold;">October 2016, but candidates need to submit a CV no later than Friday 23 September 2016. </span><span style="color: black; font-family: "calibri"; font-size: 10.5pt; language: en-AU; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;"><span style="mso-spacerun: yes;"> </span></span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">Up </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">to </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">$15,000 </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">is
</span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">available
(over 3 </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">yrs</span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">)
</span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">to
cover the costs associated with the </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">field data collection and
glasshouse work. $2500 </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">per annum </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">is available to </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">support
travel to conferences. </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">The
</span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">successful candidate will commence
the </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">project </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">in </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-type: solid;">early 2017.</span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">To apply, please first discuss the project with
Dr John Morgan (E: </span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"><a href="mailto:J.Morgan@latrobe.edu.au">J.Morgan@latrobe.edu.au</a></span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;">,</span><span style="color: black; font-family: "calibri"; font-size: 10pt; language: en-AU; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: +mn-cs; mso-bidi-theme-font: minor-bidi; mso-color-index: 1; mso-fareast-font-family: +mn-ea; mso-fareast-theme-font: minor-fareast; mso-font-kerning: 12.0pt; mso-style-textfill-fill-alpha: 100.0%; mso-style-textfill-fill-color: black; mso-style-textfill-fill-themecolor: text1; mso-style-textfill-type: solid;"> T:
(03) 9479 2226)</span></span></div>
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John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-33990727989150735322016-05-19T23:04:00.001-07:002016-05-22T01:10:03.414-07:00Follow-up to 'Where have all the Yamfields gone?"<span style="font-family: "times" , "times new roman" , serif;">Since my <a href="http://morganvegdynamics.blogspot.com.au/2016/04/where-have-all-yamfields-gone.html"><span style="background-color: white; color: #134f5c;"><strong>last Blog post</strong></span></a>, lamenting the loss of the Yamfields - particularly those dominated by the native daisy Murnong - I've been made aware of a recent revision of the genus <em>Microseris </em>that now <u>gives a new name to Murnong</u>: <em>Microseris walteri</em></span><br />
<strong><br /><span style="font-family: "times" , "times new roman" , serif;"></span></strong><br />
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: inherit;">Neville</span> Walsh provides a nice overview of this revision in <em>Muelleria</em> 34: 63-67. With the publication of the first Asteraceae volume of the <em>Flora of Australia</em>, we now have a national perspective of the taxonomy of <em>Microseris</em>. </span><br />
<span style="font-family: "times" , "times new roman" , serif;"></span><br />
<span style="font-family: "times" , "times new roman" , serif;"></span><br />
<span style="font-family: "times" , "times new roman" , serif;"><span style="font-family: inherit;">For many years, three distinct taxa have been recognised, but one of those has remained as an informal taxon only (<i>Microseris </i>sp. 3 or <i>Microseris aff. lanceolata </i></span><span style="font-family: inherit;">(Foothills)). This has been unfortunate, particularly given that, of the three entities involved, the informally recognised one has long been acknowledged as one of the most important food plants of aboriginal people of south-<span style="font-family: inherit;">eastern Australia and for which the name Murnong has long been applied in Victoria.</span></span></span><br />
<span style="font-family: "times";">The characteristic root system of Murnong, producing a plump, annually-replaced tuber, provides both the major food source and a critical taxonomic feature. The 'Murnong' form of <em>M. lanceolata</em> is a lowland, spring-flowering, summer dormant entity whereas montane to alpine forms (concordant with the type specimen of <em>M. lanceolata</em>) are summer-flowering and winter dormant. An existing name has been resurrected to describe Murnong - <em>Microseris walteri</em> - and the key to identification is provided below.</span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Root system of <em>Microseris walteri</em> (from Walsh 2016)</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "times"; margin-left: 1em; margin-right: 1em;"></span><br /></div>
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<span style="font-size: xx-small;"><br /><br />
<span style="font-family: inherit; font-size: small;"><b><span style="font-family: "times new roman" , serif; font-size: 18pt;">Key to Australian species of </span></b><b><i><span style="font-family: "myriad pro" , serif; font-size: 18pt;">Microseris</span></i></b><br />
<br />
</span></span><br />
<div style="line-height: normal; margin: 0cm 0cm 0pt 48pt;">
<span style="font-size: xx-small;"><span style="font-family: inherit; font-size: small;"><span style="font-family: "myriad pro" , serif; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-AU;"><span style="font-size: x-small;">1 Cypselas mostly 7–10 mm long; pappus scales 30–66 mm, hardly widened
at base; ligules to c. 12 mm long; roots several, cylindrical or long-tapered,
usually branched shortly below leaves; mostly from basalt plains of western
Victoria and elevated sites in Tasmania ................................................................................................................................................................................................<b><i>M.
scapigera</i></b></span></span></span></span></div>
<span style="font-size: xx-small;"><span style="font-family: inherit; font-size: small;">
<span style="font-size: x-small;">
</span><br />
</span></span><br />
<div style="line-height: normal; margin: 0cm 0cm 0pt 48pt;">
<span style="font-size: xx-small;"><span style="font-family: inherit; font-size: small;"><span style="font-family: "myriad pro" , serif; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-AU;"><span style="font-size: x-small;">1: Cypselas usually less than 7 mm long; pappus scales to c. 20 mm,
noticeably widened at base; ligules usually more than 15 mm long; roots
cylindrical or napiform, branched or not; lowland to alpine plants, rarely on
basaltic soils...................................... 2</span></span></span></span></div>
<span style="font-size: xx-small;"><span style="font-family: inherit; font-size: small;">
<span style="font-size: x-small;">
</span><br />
</span></span><div style="line-height: normal; margin: 0cm 0cm 0pt 48pt;">
<span style="font-size: xx-small;"><span style="font-family: inherit; font-size: small;"><span style="font-family: "myriad pro" , serif; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-AU;"><span style="font-size: x-small;">2 Pappus scales 10–20 mm, c. 0.3–0.5 mm wide at base; fleshy roots
several, cylindrical to long-tapered, branching just below ground-level; alpine
and subalpine NSW, ACT and Victoria
..........................................................................................................<b><i>M.
lanceolata</i></b></span></span></span></span></div>
<span style="font-size: xx-small;"><span style="font-family: inherit; font-size: small;">
<span style="font-size: x-small;">
</span><br />
<div style="line-height: normal; margin: 0cm 0cm 0pt;">
<span style="font-family: "myriad pro" , serif; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-AU;"><span style="font-size: x-small;">2: Pappus scales usually c. 10 mm, 0.5–1.3 mm wide at base; fleshy root
expanding to a solitary, napiform to narrow-ellipsoid or narrow-ovoid, annually
replaced tuber; lowlands of temperate southern WA, SA, NSW, ACT, Vic., Tas.
............................<b><i>M. walteri</i></b></span></span></div>
<br />
<div style="line-height: normal; margin: 0cm 0cm 6pt;">
<span style="font-family: "times new roman" , serif; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-AU;"> </span></div>
<br />
<div style="margin: 0cm 0cm 8pt;">
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</span></span><br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-54192352573175422372016-04-23T21:34:00.001-07:002016-04-26T00:37:33.397-07:00Where have all the Yamfields gone?<div style="text-align: left;">
When Europeans arrived in (what was to become) the State of Victoria in south-east Australia in the 1830s, Aboriginals had a diet that consisted of game - such as possums, birds, lizards, marsupials - and plants. We know the later was important because there are many early journal records, made by settlers, surveyors and those entrusted with the care of Aboriginals, that detail the use of plants as part of the diet. For example, Curr (1883) records that Aborigines were "<em>living principally on wild roots and animals</em>". Gott (1982) suggests that there are at least 218 Victorian plant species with edible roots that could have been incorporated into the Aboriginal diet. No wonder some estimates suggest plants comprised 50% of the diet of Aboriginals.</div>
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One of the most important food plants was Murnong - the Yam Daisy as we know it today, or <em>Microseris lanceolata</em>. Murnong is a perennial daisy characterised by radish-like, edible tuberous roots. The first record of the use of Murnong in Victoria is from the Geelong area, by the surveyor Wedge in 1835, who noted that it was "<em>a root eaten by the native</em>" and it was recorded as being in the '<em>millions</em>' (Robertson 1840). Major Thomas Mitchell, in 1836, also recorded that, east of the Grampians, the "<em>vast</em> <em>extent of open downs</em>" was "<em>quite yellow with Murnong</em>", furthering the belief that it was a widespread, abundant species. William Buckley, the convict who escaped imprisonment and lived with Aborigines, suggested that a "<em>man may live on the root for weeks</em>". At Colbinabbin near Echuca, "<em>yams were so abundant and so easily procured that one might have collected in an hour, with a pointed stick, as many as would have served a family for the day</em>" (Curr 1886). Robinson (cited in Presland 1980) decribes how women were "<em>spread over the plain as far as I could see them... each has a load as much as she could carry</em>".<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFIjFS2TlQKxl7jDGHnei4veieWRtI0-7W63NI23yLDKjmHEdo3g0EM0olf_ojlzJE_viFq0F-pKGtspOw-suWFRTJgWPD_4LNBJ6X6qoFr_CUkHstB5s7RTvdkWdDxJKzM3AWwMK0KRWi/s1600/Sow+the+Seed+Aboriginal+Agriculture.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFIjFS2TlQKxl7jDGHnei4veieWRtI0-7W63NI23yLDKjmHEdo3g0EM0olf_ojlzJE_viFq0F-pKGtspOw-suWFRTJgWPD_4LNBJ6X6qoFr_CUkHstB5s7RTvdkWdDxJKzM3AWwMK0KRWi/s320/Sow+the+Seed+Aboriginal+Agriculture.jpg" width="320" /></a>Murnong was so important - and a preferred food for Aborigines in central and western Victoria - that it was cultivated (in the broadest sense) as a staple food plant. Tubers, which form each year, were dug up and while there is no evidence of deliberate re-planting of Murnong in the process of digging by women for the root tubers, there is abundant evidence that fire was used to manage yams or, as Curr (1883) writes, Aborigines "<em>cultivated his pastures with fire</em>" in order to manage the root tuber resource. This interventionist management has largely been unrecognised, but is repeated throughout the literature. For example, "<em>they burn the grass to better see the roots</em>" (Robinson 1840).</div>
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Indeed, what seems to have occurred is that Yamfields were 'created' within forest clearings, grasslands and woodlands by the careful and deliberate use of fire. Yamfields are literally food gardens where the actions of Aboriginals helped maintain, and probably increase, the abundance of desirable food resources. Crucially, there is the potential that forested country was deliberately kept open by fire to maintain these important food plants. <a href="http://press.anu.edu.au/apps/bookworm/view/Aboriginal+History+Volume+33/9921/ch08.html"><span style="background-color: white; color: #0b5394;">Lawrence Niewójt</span></a> provides a tantalising suggestion to this effect for the Otway Ranges where forests dominate: "<em>Burning maintained the open structure of the forest, allowing continued use of the movement corridor in addition to ensuring good yields of vegetable crops. Furthermore, this flexible system of land management could easily accommodate changes in population by altering fire frequency and physically enlarging yam fields. The tending of herbaceous plants in this manner ensured that foods could be harvested and consumed without the need for storage facilities"</em>. Bowman (1998) goes further: "<em>fire was a powerful tool that Aborigines used systematically and purposefully over the landscape"</em> and that "<em>there is little doubt that Aboriginal burning was skilful and was central to the maintenance of the landscapes colonised by Europeans in the 19th century".</em><em><br /></em></div>
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Today, Murnong is disappearing/ has disappeared from the plains grasslands and elsewhere. Sheep saw to that; within 15 yrs of European settlement, 20 million sheep swarmed across central and western Victoria. Five years after the founding of Melbourne, the Goulburn Aborigine called Moonin-Moonin had already observed that "<em>too many jumbuck</em> [sheep] <em>and bulgana</em> [cattle] <em>plenty eat it myrnyong - all gone myrnyong</em>" (Dredge 1839). Few populations now remain and certainly it is not in the millions as described by Robinson (1840) and others, such that the "<em>the wheels of our dray used to turn them up by the bushel</em>" (Curr 1886). It's even hard to visualise where these Yamfields once existed. Such is the loss of the natural vegetation, and the loss of the cultural connection with land across much of south-east Australia. </div>
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<li>Were they confined to relatively small, intensively cultivated areas near water where food resources are highest? </li>
<li>Were they scattered across forests, a day's walking apart to sustain people on the move (as hinted at in Blay 2015)? </li>
<li>Were they common in areas that now seem somewhat anomalous - grassland clearings in otherwise wooded vegetation?</li>
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There is so much we don't know.<br />
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I think we need reverse the decline of the Yamfields. Wouldn't it be wonderful to <strong><em><span style="color: #660000;">Re-Yam the Plains</span></em></strong> (particularly the temperate grasslands of south-east Australia that have low diversity because of a century of grazing) and improve our understanding of the role of Aboriginal people in the landscape. Ecological studies of fire and disturbance would be necessary to understand the conditions under which these beautiful daisies recruit and proliferate. And, by having Aboriginal people involved in the quest to Re-Yam the Plains, it's an important step to involve them to care for country in a way that has little been recognised as important in south-east Australia. The impact of colonisation on Aboriginal <em>landscapes</em> has rarely formed part of the story. This would be a small but important step in that recognition.</div>
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If you know of very large Murnong populations on the plains, or are already involved in the recovery of Yamfields, I'd love to hear your story (<a href="mailto:J.Morgan@latrobe.edu.au">J.Morgan@latrobe.edu.au</a>). <br />
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<strong>Selected reading</strong><br />
<span style="font-size: x-small;">Blay J (2015) <em>On Track- Searching out the Bundian Way</em>. NewSouth Publishing.</span><br />
<span style="font-size: x-small;">Curr EM (1883) <em>Recollections of squatting in Victoria 1841-1851</em>. Robertson, Melbourne.</span><br />
<span style="font-size: x-small;">Gott B (1982) Ecology of root use by the Aborigines of southern Australia. <em>Archeology in Oceania</em> <strong>17,</strong> 59-67.</span><br />
<span style="font-size: x-small;">Gott B (1983) Murnong - <em>Microseris scapigera</em>: a study of a staple food of Victorian Aborigines. <em>Australian Aboriginal Studies</em><strong> 2,</strong> 2-18.</span><br />
<span style="font-size: x-small;">Gott B (2005) Aboriginal fire management in south-eastern Australia: aims and frequency. Journal <em>of Biogeography</em> <strong>32,</strong> 1203-1208.</span><br />
<span style="font-size: x-small;">Prober SM, Spindler LH, Brown AHD (1998) Conservation of the Grassy White Box woodlands: effects of remnant population size on genetic diversity in the allotetraploid herb <em>Microseris lanceolata</em>. <em>Conservation Biology</em> <strong>12,</strong> 1279-1290.</span><br />
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<br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com5tag:blogger.com,1999:blog-5915507177810475616.post-75217806203006193522016-01-20T21:09:00.001-08:002016-01-20T21:09:38.958-08:00Lab Publications in 2015<span style="color: black; font-family: "arial" , "helvetica" , sans-serif;">Here's a list of publications that the Morgan Plant Ecology Lab has been associated with in 2015. I'm happy to provide PDF copies if you can't access them (email me at J.Morgan@latrobe.edu.au).</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">NutNet papers (global studies on bottom-up vs. top-down regulation of diversity in grasslands)</span></h3>
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<span style="color: #222222; font-family: "times new roman" , serif; font-size: 12pt;">Fay et al. </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">(2015) Grassland
productivity limited by multiple nutrients. <i style="mso-bidi-font-style: normal;">Nature
Plants</i> </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">10.1038/nplants.2015.80</span></span></span><br />
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="color: black;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "times new roman" , serif; font-size: 12pt;">Seabloom et al. (2015)</span><span lang="EN" style="color: #222222; font-family: "times new roman" , serif; font-size: 12pt; letter-spacing: -0.4pt;"> Plant species’ origin predicts dominance and response to nutrient enrichment and herbivores in global grasslands. <i>Nature Communications</i><b><span style="display: none; mso-hide: all;">Volume:</span></b><i> </i><b>6</b>,<i> </i>7710, <span style="display: none; mso-hide: all;">DOI:</span>doi:10.1038/ncomms8710</span></span></span></span></div>
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<span style="color: black;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span lang="EN-GB" style="font-family: "times new roman" , serif; font-size: 12pt;">Stevens et al.</span><span lang="EN-GB" style="font-family: "times new roman" , serif; font-size: 12pt;"> </span><span style="font-family: "times new roman" , serif; font-size: 12pt;">(2015) Anthropogenic nitrogen deposition predicts local grassland primary production worldwide. <i style="mso-bidi-font-style: normal;">Ecology</i> <b>96,</b> 1459-1465.<o:p></o:p></span></span></span></div>
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Alpine ecology and conservation</span></h3>
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<span lang="EN-US" style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="color: black; font-family: "arial" , "helvetica" , sans-serif;">Mark et al. (2015) Ecological responses to 52 years of experimental snow
manipulation in high-alpine cushionfield, Old Man Range, south central New
Zealand. <i style="mso-bidi-font-style: normal;">Arctic, Antarctic, and Alpine
Research</i> <strong>47,</strong> 751-772.</span></span></div>
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<span lang="EN-US" style="font-family: "times new roman" , serif; font-size: 12pt;"></span><span lang="EN" style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="color: black; font-family: "arial" , "helvetica" , sans-serif;">Williams et al. (2015)
An International Union for the Conservation of Nature Red List ecosystems risk
assessment for alpine snow patch herbfields, south-eastern Australia. <i style="mso-bidi-font-style: normal;">Austral Ecology</i> <b style="mso-bidi-font-weight: normal;">40,</b> 433–443.</span></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Grassy ecosystems coexistence and change</span></h3>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><span lang="EN" style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="color: black; font-family: "arial" , "helvetica" , sans-serif;">Cross et al. (2015) A plant strategy approach to understand multidecadal change in community assembly processes in Australian grassy woodlands. <i style="mso-bidi-font-style: normal;">Journal of Ecology</i>, <strong>103,</strong> 1300–1307.</span></span></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><span lang="EN" style="font-family: "times new roman" , serif; font-size: 12pt;"><span lang="EN" style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="color: black;"></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span></span></div>
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<span lang="EN" style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="color: black; font-family: "arial" , "helvetica" , sans-serif;">O'Loughlin et al. (2015) The rise and fall of <i>Leptospermum laevigatum</i>: plant community change associated with the invasion and senescence of a range-expanding native species. <i style="mso-bidi-font-style: normal;">Applied Vegetation Science</i> <b style="mso-bidi-font-weight: normal;">18,</b> 323–331.</span></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><span lang="EN" style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="color: black;"></span></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><span lang="EN" style="font-family: "times new roman" , serif; font-size: 12pt;"></span><span style="color: black; font-family: "arial" , "helvetica" , sans-serif;">Wong et al. </span></span><span style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="color: black; font-family: "arial" , "helvetica" , sans-serif;">(2015) The incorporation of fungal to
bacterial ratios and plant ecosystem effect traits into a state-and-transition
model of land-use change in semi-arid grasslands. <i style="mso-bidi-font-style: normal;">Agriculture, Ecosystems and Environment</i> <strong>210,</strong> 11-19.</span></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Plant ecology</span></span></h3>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="color: black; font-family: "arial" , "helvetica" , sans-serif;">Meehan et al. (2015) Premature opening and dimorphism in <em>Hakea decurrens</em> (Proteaceae) follicles: a bet-hedging regeneration strategy? <em>The Victorian Naturalist</em> <strong>132,</strong> 139-146.</span></span></div>
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<span style="font-family: "times new roman" , serif; font-size: 12pt;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: black;">And of course, there was the launch of the book <em>Land of Sweeping Plains</em> by Nick Williams, Adrian Marshall & John Morgan (CSIRO Publishing), a synthesis of 40 yrs of temperate grassland ecology, restoration and conservation</span>.</span></span></div>
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John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-50442605292421193352016-01-15T14:58:00.002-08:002016-01-15T14:58:34.722-08:00The perils of wild seed harvesting - an update<br />
I just had to share this post: <a href="http://blog.nature.org/science/2016/01/14/promise-peril-wild-seed-harvesting-prairie-restoration/"><span style="color: #3d85c6;">The Promise and Peril of Wild Seed Harvesting</span></a><br />
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In a <a href="http://morganvegdynamics.blogspot.com.au/2015/05/do-we-need-moritorium-on-seed.html"><span style="color: #3d85c6;">previous post</span></a>, I raised some concern about the impact of harvesting seed for restoration from wild populations (in particular, from rare plants in small populations). <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNTcgWCvGQWBCysZakdTfsyA02YH-cf3_KVPm1LUtT2rg93778lPOJeiIGqqew7RG-XazODDoVerWfdbabXTcuiJ5lQ93DsbNR3ya5Q7RHlILjbr8x9oXUfQEUh8BBzLxIpOiJS6YJ63y4/s1600/cover.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNTcgWCvGQWBCysZakdTfsyA02YH-cf3_KVPm1LUtT2rg93778lPOJeiIGqqew7RG-XazODDoVerWfdbabXTcuiJ5lQ93DsbNR3ya5Q7RHlILjbr8x9oXUfQEUh8BBzLxIpOiJS6YJ63y4/s200/cover.gif" width="153" /></a></div>
Justin Meissen and collaborators have just published an awesome paper called " Risks of overharvesting seed from native tallgrass prairies" in <em>Restoration Ecology</em> - see the abstract <a href="http://onlinelibrary.wiley.com/doi/10.1111/rec.12295/abstract"><span style="color: #3d85c6;">here.</span></a> <br />
<br />
They found evidence that some short-lived and non-clonal plants were negatively affected by seed harvesting for prairie restoration. They classified these species 'harvest-negative'. While the scales of wild harvesting for prairie restoration seems extraordinary, I'm sure that intensive harvesting of key species from small grassland remnants is just as damaging to their persistence here in southern Australia. All the more reason to move to seed production areas to produce the billions of propagules necessary for landscape-scale restoration.<br />
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<br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-58663095586137748652016-01-14T21:17:00.000-08:002016-01-14T21:18:03.674-08:00Cracking open the relationship between biological diversity and ecosystem productivity solves a long-standing riddle<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-family: "Courier New", Courier, monospace;"><span style="font-family: Times, "Times New Roman", serif;"><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US">Biodiversity has been hypothesized to be of
critical importance for the stability of natural ecosystems and their abilities
to provide positive benefits such as oxygen production, soil genesis, and water
detoxification to plant and animal communities, as well as to human society. Many
of the efforts of conservation agencies around the world are driven by the
assumption that this hypothesis is true. Elucidating this connection, and the processes that underpin it, is important on many levels such as anticipating how ecological communities may change (a) in response to anthropogenic perturbations (i.e. changes to the abiotic environment), (b) the introduction of new species or (c) the loss of established ones. While theoretical studies have supported
this claim, scientists have struggled for the last half-century to clearly isolate
such an effect in the real world. Indeed, a </span>comprehensive, mechanistic understanding of the relationship between biodiversity and ecosystem productivity remains elusive.</span></span></span> </span><br />
<br />
<span style="font-family: Arial, Helvetica, sans-serif;"></span><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBToKtQiaUMyQQpIyk-0So3KLGcBIXbGg3rZPYO2idW1qs-t-qucmojJU8xnej5WekBKK2DlG34fMOzqB1FOJdxXQ9jkiqov4e6HJcUlYsCaKWBRdnqSNyWbgqcVhOfapDjCJXAKS3b56R/s1600/Grace+et+al+USGS+Press+Release+Illustration.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="font-family: Arial, Helvetica, sans-serif;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBToKtQiaUMyQQpIyk-0So3KLGcBIXbGg3rZPYO2idW1qs-t-qucmojJU8xnej5WekBKK2DlG34fMOzqB1FOJdxXQ9jkiqov4e6HJcUlYsCaKWBRdnqSNyWbgqcVhOfapDjCJXAKS3b56R/s640/Grace+et+al+USGS+Press+Release+Illustration.jpg" width="480" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">
</span><br />
<div style="margin: 0cm 0cm 0pt;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><span lang="EN-US" style="font-size: x-small;">The fundamental
mechanisms underlying global productivity-diversity patterns </span></span></div>
<div style="margin: 0cm 0cm 0pt;">
<span style="font-size: x-small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span lang="EN-US">have been debated
by ecologists for decades. Methodological advances are now permitting </span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><span lang="EN-US" style="font-size: x-small;">a glimpse
at the processes that lie behind surface patterns.</span></span></span></div>
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">
</span></td></tr>
</tbody></table>
<span style="font-family: Arial, Helvetica, sans-serif;">I was lucky enough to be part of a paper just published in <em>Nature </em>by Jim Grace <em>et al. </em>where we argue that the interplay between these factors is more fully understood when both are placed in a rich network of cause-and-effect pathways, as opposed to being regarded as entities engaged in an isolated back-and-forth. </span><br />
<span style="font-family: Arial;"><br /></span><br />
<span style="font-size: xx-small;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">We considered data generated by the </span><a href="http://nutnet.org/"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Nutrient Network</span></a><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">, a global scientific cooperative that examined 40+ grass-dominated plant communities from across the planet. Indeed, we used data f</span><span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><span style="font-family: Arial, Helvetica, sans-serif;">rom over a thousand
grassland plots spanning five continents.</span></span></span></span><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeVj-l-5YBd_DoI21-AuRqasRqeJLQBigITM0pQQZQMwe2mvGooCG8vYZyPq8nTtDhFg9iMQ8RHRHoZ3rA6e9IRugLcfkf4wy_4zZkJVi6-a41W7snYLZMuSuhyLQfNOo9EkGXac4lPHuL/s1600/nutnet-world_0.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: Arial, Helvetica, sans-serif;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeVj-l-5YBd_DoI21-AuRqasRqeJLQBigITM0pQQZQMwe2mvGooCG8vYZyPq8nTtDhFg9iMQ8RHRHoZ3rA6e9IRugLcfkf4wy_4zZkJVi6-a41W7snYLZMuSuhyLQfNOo9EkGXac4lPHuL/s400/nutnet-world_0.jpg" width="400" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">Location of the NutNet study sites across the world</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></td></tr>
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<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;">S</span><span style="font-family: Arial, Helvetica, sans-serif;">everal interesting results emerged:</span></span><br />
</span><div style="border-image: none;">
<span style="font-size: xx-small;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">1. the <strong>rate of biomass production increases with the number of species found at a site</strong> (its species richness). This effect holds steady across the observed variation in species richness, instead of saturating in communities with greater richness, as a generation of experimental and theoretical work has suggested that it may.</span></span></div>
<span style="font-size: xx-small;">
<div style="border-image: none;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">2. <strong>with increasing accumulated above-ground biomass (live plant tissue and dead litter) species richness declines</strong>. We think this provides evidence that competition between species — primarily for light — is an important force in determining why communities contain as many species as they do. Competition seemed to be influential regardless of how productive a community was, contrary to the historical suggestion that competition is a stronger structuring force in more-productive communities.</span></div>
<div style="border-image: none;">
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></span></div>
<span lang="EN-US" style="mso-ansi-language: EN-US; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"><div style="border-image: none;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;">These results show that
you cannot have sustainable, productive ecosystems without maintaining
biodiversity in the landscape. Indeed, as
<span lang="EN-US">Debra Willard, Coordinator for
the USGS Climate Research & Development Program, put it: “These results suggest
that if climate change leads to reduced species or genetic diversity, which is a
real possibility, that then could lead to a reduced capacity for ecosystems to
respond to additional stresses.”</span></span></span></div>
<div style="border-image: none;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: small;"><span lang="EN-US"><br /></span></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNxXag4HMmVoVod1ZbqYLhmRvCyZff9lbzmOEsqvO-q1oOFd8iKmTGFrAofnzd26nOompnRApJHHZiNNB7ZNsFQBzzJ9lrqtiSnNNZnbEuh2AeX0BH1oG06VnHho9cEeCDM4mJoNnJIUtL/s1600/nutnet-australia.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: Arial, Helvetica, sans-serif;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNxXag4HMmVoVod1ZbqYLhmRvCyZff9lbzmOEsqvO-q1oOFd8iKmTGFrAofnzd26nOompnRApJHHZiNNB7ZNsFQBzzJ9lrqtiSnNNZnbEuh2AeX0BH1oG06VnHho9cEeCDM4mJoNnJIUtL/s640/nutnet-australia.jpg" width="640" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">One of the Australian NutNet sites, from Western Australia</span></td></tr>
</tbody></table>
<span lang="EN-US"><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></span></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;">
</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><strong>Further information:</strong> Grace et al. (2016) Integrative modelling reveals mechanisms linking productivity and plant species richness. Nature doi:10.1038/nature16524</span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"> </span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></span></span><span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small;"><br /></span><br />
</span><br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-69399385547899410422015-10-27T17:48:00.002-07:002015-10-27T17:50:06.850-07:00The rise of grasses and grasslands in Australia<span style="font-family: Georgia, "Times New Roman", serif;">It's been a while since I wrote. The perils of too many things on, a loooonnnngggg list, and not enough time.</span><br />
<span style="font-family: Georgia, "Times New Roman", serif;"> </span><br />
<span style="font-family: Georgia, "Times New Roman", serif;">Recently I've been thinking about my favourite biome - the grasslands - and when they came to prominence in Australia. Was it because of megafauna? Was it because of climate? Was it because of Aboriginal burning? </span><span style="font-family: Georgia, "Times New Roman", serif;">So, I started reviewing the literature and thought I'd share my findings here. It's a fascinating topic and one that I'm pretty sure most biologists / grassland aficionados /ecologists aren't entirely familiar with.</span><br />
<span style="font-family: Georgia, "Times New Roman", serif;"> </span><br />
<span style="font-family: Georgia, "Times New Roman", serif;"> </span><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody>
<tr><td style="text-align: center;"><span style="font-family: Georgia, "Times New Roman", serif;"><img border="0" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgILEtG-bBEoMbSmkAgm0vFmAPJRcMuHEH1rBxUJaqGcd3LaOssuwuoipdwtEI1LsOxnoIwBPI-FR1fL-Bdd2zfTa0w0lcBA1xHlLO2a7sgTyj_Bo5Qch3CH6a8ubCKYdz3lfvpqgDTTas-/s320/mitchell+grass.png" width="320" /></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;">Mitchell Grass grasslands - widespread in </span><br />
<span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;">north-eastern Australia, but when did they</span><br />
<span style="font-family: Georgia, "Times New Roman", serif; font-size: x-small;">come to prominence?</span></td></tr>
</tbody></table>
<span style="font-family: Georgia, "Times New Roman", serif;">While tussock grasslands are a widespread vegetation type in Australia, grassland
ecosystems <i style="mso-bidi-font-style: normal;">per se</i> were largely absent
from Australia until fairly recently. It is also likely that the C<span style="font-size: small;"><sub>4</sub> contingent of grasses that
currently occur in Australia are recent arrivals to the continent.
Jacobs et al. (1999) provide a comprehensive review of
the topic. </span></span><br />
<span style="font-family: Georgia, "Times New Roman", serif;"></span><br />
<span style="font-family: Georgia, "Times New Roman", serif;"><span lang="EN" style="mso-ansi-language: EN;">Grasses originated in Gondwana during the Cretaceous (>65 million years
ago (Ma)) with some speculation that graminoids possibly
originated in East Gondwana, notably the area that later became Australia. In
Australia, however, there are almost no early preserved grass macro-fossils,</span><span lang="EN" style="mso-ansi-language: EN;"> possibly
due to the bias towards their preservation in wet environments.
The earliest record of Australian grass pollen is from the mid Eocene (~45 Ma),
but it has always been relatively sparse in the Australian fossil record, only becoming most abundant within the last 2 million
years.<o:p></o:p></span></span><br />
<span style="font-family: Georgia, "Times New Roman", serif;">
</span><br />
<span style="font-family: Georgia, "Times New Roman", serif;">Grass pollen first occurs in north-western
Australia, possibly forming savannah by the mid-Miocene (~15 Ma). The expansion
of open vegetation types accelerated in the late Miocene due to increased
climate seasonality<span lang="EN" style="mso-ansi-language: EN;">.
There were rapid evolutionary radiations in many large Australian groups such
as the sclerophyll taxa <i>Eucalyptus, Banksia</i> and <i>Allocasuarina</i> at
this time, as well as grasses.<i> Austrostipa</i>,
for example, originated and began to diversify between 25 and 10 Ma, and a
rapid radiation occurred, indicated by a high diversification rate at that time. Increasing taxonomic diversity may have resulted from adaptation
to newly derived arid niches caused by climatic changes.</span></span><br />
<span lang="EN" style="mso-ansi-language: EN;"><span style="font-family: Georgia, "Times New Roman", serif;"></span></span><br />
<span lang="EN" style="mso-ansi-language: EN;"></span><span style="font-family: Georgia, "Times New Roman", serif;">From north-west <st1:country-region w:st="on">Australia</st1:country-region>, grasses expanded south-east through
central <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region>
as aridity intensified through the Late Tertiary. Grasses were present
in northern and central Australia, extending into the Murray Basin, in the
early to mid Miocene.<span style="mso-ansi-language: EN;"> </span>The
entry of grasses into more southern and eastern areas of <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region>
occurred in the mid to late Miocene and early Pliocene (~5 Ma). Fires
were part of the landscape in the Murray Darling throughout the Miocene,
increasing with climate seasonality, potentially facilitating the spread of
grasses and grasslands, particularly those dominated by C<span style="font-size: small;"><sub>4</sub>
grasses.</span></span><br />
<span style="font-family: Georgia;"></span><br />
<span style="font-family: Georgia, "Times New Roman", serif;"></span><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5J1Zoix5Fx48Pam4UCa4QeQ8vbTBRaHtAtaPE4C4GtXf5G_-yM_JTiQUKny0uxrVwhuQXnrGp6Zqg-MoHrZLWihQTZ6nX6lKWJpwdDTbkOn1MTNTjVuoBKkjc8ETzdi85WYscIXWQsl6o/s1600/Themeda+australis6+Wonangatta+Valley.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="font-family: Georgia, "Times New Roman", serif;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5J1Zoix5Fx48Pam4UCa4QeQ8vbTBRaHtAtaPE4C4GtXf5G_-yM_JTiQUKny0uxrVwhuQXnrGp6Zqg-MoHrZLWihQTZ6nX6lKWJpwdDTbkOn1MTNTjVuoBKkjc8ETzdi85WYscIXWQsl6o/s320/Themeda+australis6+Wonangatta+Valley.JPG" width="240" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Georgia, "Times New Roman", serif;"><span style="font-size: small;"><em>Themeda triandra</em> - one of the most widespread</span></span><br />
<span style="font-family: Georgia, "Times New Roman", serif; font-size: small;">C4 grasses in Australia</span></td></tr>
</tbody></table>
<span style="font-family: Georgia, "Times New Roman", serif;"></span><br />
<span style="font-family: Georgia, "Times New Roman", serif;">Many grasses that are now common in
<st1:country-region w:st="on">Australia</st1:country-region> appear to have
migrated from <st1:place w:st="on">Asia</st1:place> during the Miocene when
Sundaland (the Indonesian archipelago) collided with the Australian plate, including the C<span style="font-size: small;"><sub>4</sub> genera <i style="mso-bidi-font-style: normal;">Themeda</i>, <i style="mso-bidi-font-style: normal;">Dichantheum</i> and <i style="mso-bidi-font-style: normal;">Bothriochloa</i>. A number of tropical south-east Asian
genera have strong representation in Australia due to this early migration. All are tropical grasses which extend into the temperate
zone of southern <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region>.
The Andropogoneae (which includes all the above genera) have major centres of distribution
in south-eastern <st1:country-region w:st="on">Indonesia</st1:country-region>
and <st1:country-region w:st="on">India</st1:country-region>, with a lesser
centre in central eastern <st1:place w:st="on">Africa</st1:place>. This infers
that the taxa have entered <st1:country-region w:st="on">Australia</st1:country-region>
from the north since its collision with Asia (although Andropogoneae may have
existed in <st1:country-region w:st="on"><st1:place w:st="on">Australia</st1:place></st1:country-region>
before this time). It is likely that <i style="mso-bidi-font-style: normal;">Themeda</i>
migrated from south-east Asia into both South Africa and
Australia in the late Tertiary; it is now widespread in both continents.</span></span><br />
<span style="font-family: Georgia, "Times New Roman", serif;"></span><br />
<span style="font-family: Georgia, "Times New Roman", serif;">C<span style="font-size: small;"><sub>4</sub> grasses extended into
the temperate regions of the south of Australia, most notably, <i style="mso-bidi-font-style: normal;">Themeda, </i>the genera
that subsequently became the dominant mesic grassland type in the south-east of
the continent. In southern Australia, however, grasses
did not achieve their current prominence until the Late Pleistocene.<span lang="EN" style="mso-ansi-language: EN;"> Explanations
for the C<sub>4</sub> expansion across the landscape in the Miocene have
invoked changes in the seasonality of climate, particularly climate drying</span><span lang="EN" style="mso-ansi-language: EN;">, given the C<sub>4</sub> pathway appears to give grasses a competitive
advantage in arid environments</span><span lang="EN" style="mso-ansi-language: EN;">, and to changes in fire regimes</span><span lang="EN" style="mso-ansi-language: EN;">. Increases in
the abundance of the major C<sub>4</sub> clades Paniceae and Andropogoneae were
thought most favoured by these changed conditions, although the reasons for the
rise of C<sub>4</sub> grasslands <i style="mso-bidi-font-style: normal;">per se</i>
are still debated</span><span lang="EN" style="mso-ansi-language: EN;">. New
research, for instance, suggests that the C<sub>3 </sub>Pooideae (which include
the Stipeae) expanded into cooler climates </span><span lang="EN" style="mso-ansi-language: EN;">rather than being outcompeted by C<sub>4</sub>
grasses, an event that is possibly as important as the global C<sub>4</sub>
expansion</span><span lang="EN" style="mso-ansi-language: EN;">.</span></span></span><br />
<span style="font-family: Verdana, sans-serif;"><span lang="EN" style="mso-ansi-language: EN;"></span></span><br />
<span style="font-family: Verdana, sans-serif;"><span lang="EN" style="mso-ansi-language: EN;"></span></span><span lang="EN" style="mso-ansi-language: EN;"><span style="font-family: Verdana, sans-serif; font-size: x-small;"><u>Further Reading</u></span></span><br />
<span lang="EN" style="mso-ansi-language: EN;"><span style="font-family: Verdana, sans-serif;"><span lang="EN" style="color: black; mso-ansi-language: EN; mso-bidi-font-style: italic;">Jacobs,
B.F., Kingston, J.D. & Jacobs, L.L. (1999) The origin of grass-dominated
ecosystems. <i>Annals of the Missouri Botanical Garden</i> 86, 590-643.</span><span style="color: black;"><o:p></o:p></span></span><br />
<span style="font-family: Times, "Times New Roman", serif;">
</span></span><span style="font-family: Times, "Times New Roman", serif;"></span><br />
<span style="font-family: Times, "Times New Roman", serif;"></span><br />
<span style="font-family: Times, "Times New Roman", serif;"></span><br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-23524370351085462262015-05-22T17:34:00.000-07:002015-05-24T21:13:08.220-07:00Do we need a moritorium on seed collection of rare plants in small remnants??I've just visited one of my favourite temperate grassland remnants near Melbourne, Australia - Truganina Cemetery. It's long been a favourite of mine because I started my grassland journey there. It was at Truganina that I studied the seedling recruitment dynamics of a very threatened grassland daisy, the Button Wrinklewort (<em>Rutidosis leptorrnhychoides</em>), with the aim of enhancing conservation management for its persistence. <br />
<br />
I've long since taken an interest in this remnant which is very species-rich and managed sympathetically by burning at 4-5 yr intervals. It's an excellent place to see the original plains grasslands that once covered 22,000 km2 of western Victoria. Indeed, as Neville Scarlett impressed upon me, if you want to save ecosystems like temperate grasslands, you need to save all the parts. And Truganina Cemetery is one of those places where we are trying to save the parts.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5NzcjNuPne8pm4iLF7Od_ttRyrLq83-dRwdmIajUk9amA3uvKpm-C3-I8TjK0k6P324qyAKGhM_pPZrv01Lq07b2yJXBzDaewHSVegYwdi25cRvVL3OMiC2kRv6qszi4ekPGf_qt50Kto/s1600/truganina.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="376" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5NzcjNuPne8pm4iLF7Od_ttRyrLq83-dRwdmIajUk9amA3uvKpm-C3-I8TjK0k6P324qyAKGhM_pPZrv01Lq07b2yJXBzDaewHSVegYwdi25cRvVL3OMiC2kRv6qszi4ekPGf_qt50Kto/s640/truganina.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Truganina Cemetery is a 2 ha jewel in the crown of temperate grassland conservation near Melbourne. It was created in the 1850s and hence, avoided the plough and grazing by sheep. Currently the landscape matrix is one of cropping but urbanisation is rapidly encroaching. The graves are restricted to the eastern boundary. Trees are non-indigenous species planted decades ago in the native grassland. Curiously, their impacts have been positive: many Button Wrinkleworts survive in the halo of the trees where soils are drier and productivity low.</td></tr>
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Saving the parts then means those parts get re-distributed elsewhere to reconstruct the ecosystem. Because Trugnina Cemetery contains such a high quality grassland remnant, it supports some very threatened plant species such as the Button Wrinklewort and Spiny Rice-flower (<em>Pimelea spinescens</em>). As a consequence, it is used heavily as a seed collection resource. <br />
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Seed collection might be by seed banking organisations, or indigenous nurseries, who follow guidelines for seed collection from remnant populations (e.g. taking no more than 10% of seed available at the time of collection from XX% of the population). To collect seed of indigenous species in the State of Victoria, a permit is required from the State agency responsible for public land, as well as permission from the land manager (in this case, a Cemetery Trust). My big concern is that over the last 10 yrs or so, when I've visited Truganina in summer as part of my ongoing ecological studies, it is clear that seed collection is having an impact on the Button Wrinklewort. Anecdotally I hear that many collectors come to this site to source seed of the Button Wrinklewort (one of only two populations in the Melbourne region, the other having on 20 plants or so). <br />
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It may be a coincidence, but in my population counts of this species over the last 20 years (currently sitting at 660 plants, down from 1100 a decade ago), there has been no effective seedling recruitment at this site in the last 5-6 yrs. Why? And might seed collection be contributing to this?<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnO9gMKYLWu_SeQo3AGgytPRVxKylhCUKNfsolAg-Rsd8_XlikzYoOctVRvvQ-1k2Dej1qwo6SHzHEnfeUYgMA0t6NPFmXyb1iiNeCBmb2yHrXu2DMew053JjLSlUWk3PHHtILkZgMEgXT/s1600/Stirling_Park_Jamie+Pittock.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnO9gMKYLWu_SeQo3AGgytPRVxKylhCUKNfsolAg-Rsd8_XlikzYoOctVRvvQ-1k2Dej1qwo6SHzHEnfeUYgMA0t6NPFmXyb1iiNeCBmb2yHrXu2DMew053JjLSlUWk3PHHtILkZgMEgXT/s640/Stirling_Park_Jamie+Pittock.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The Button Wrinklewort is a little prettier than the name would suggest!<br />
(Photo: Jamie Pittock, Sterling Park, Canberra)</td></tr>
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Climate clearly has a role to play here, so it is not suprising there was little recruitment during the decade long drought (2000-2009). My own research shows that recruitment is best when autumn rains come early in the season (April) as opposed to late in the season (June). Because <em>Rutidosis</em> has a transient seed bank, it requires annual seed input to ensure some probability of autumn germination. The plant itself lives for about 12-15 yrs in natural populations. Hence, seed production is critical to ensure population turnover at decadal timescales. Without seed, population decline in inevitable.<br />
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I think I'm starting to see the consequence of very rare plants in small remnants being over-harvested for their seed resource. <strong><u>I have no evidence for this</u></strong>. But I think it might be time we acknowledge this possibility, and over-harvesting as a threat to some populations of endangered plants. Such a threat is not intentional. No one seed collector is intending to imperil these populations. But my worry is that the cumulative effect of seed collection is effectively making populations like that of <em>Rutidosis</em> at Truganina unsustainable.<br />
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Perhaps we need a moratorium on seed collection of some species at some sites in some years to ensure that those populations continue to persist into the future. I don't know where most of the seed of <em>Rutidosis</em> is going - into revegetation projects, seed orchards? But what I do know is that the wild population seems to be struggling under current conditions. Certainly none of the seed is being used to propagate plants to be replanted into Truganina to bulk up the numbers.<br />
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A moratorium might be quite simple to enact. What about caging individual plants to ensure that some of the individuals in the population set lots of seed and we can then follow whether there is effective recruitment in the following year, and compare that to areas where ongoing seed collection occurs. This might give us some insight into just big a problem seed collection is. It might mean having an agreement with the land manager, who controls access to the site, to limit the number of collectors onto their site per year.<br />
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This is sort of radical but it points to the need for getting some control over seed collection, and the need to move entirely to seed production areas to supply the revegetation industry. <br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCHxnIFm_k3RKgo0fNXLmVeYrmDz6fpOT6PwCN2n2_6j5Tal6YBrFXqju3A018k2lmARVgJTD8ggeg6d7sOvEGZDsWCcSO8NQN9GHf1XDwm0MtLOUOLfInpQqgQ6v8PWeNyKENgF8sD-5U/s1600/L1030808.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCHxnIFm_k3RKgo0fNXLmVeYrmDz6fpOT6PwCN2n2_6j5Tal6YBrFXqju3A018k2lmARVgJTD8ggeg6d7sOvEGZDsWCcSO8NQN9GHf1XDwm0MtLOUOLfInpQqgQ6v8PWeNyKENgF8sD-5U/s320/L1030808.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Seed production area at Organ Pipes NP, <br />
first established in the early 1990s.<br />
(Photo: John Morgan, January 2012)</td></tr>
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Grassland managers in the Melbourne area have done this really well already. At Organ Pipes National Park, the site of Australia's first large-scale grassland restoration, it was recognised in the 1980s that to re-construct the community, seed production needed to be scaled up to supply propagules well in excess of what was available from wild populations. Seed production facilities were developed, learning how to do this through trial and error. Since, Greening Australia has effectively demonstrated how to grow grassland species in cultivation for seed production. They've had superb success. There are even commercial growers now that are being very successful at this endeavour.<br />
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This is a serious issue. I think I am witnessing the decline of <em>Rutidosis</em> at Truganina, one of a long-list of species that have declined without us even noticing, nor us understanding the mechanism(s) of decline. Whether seed collection has contributed to this process, I'm not sure. But I am certain that it can't be helping. <br />
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John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com1tag:blogger.com,1999:blog-5915507177810475616.post-54893624116742671142015-01-17T14:20:00.001-08:002015-01-17T14:30:16.916-08:00Advice for new academics [or what I reckon I've got right, and wrong]<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS9pY2Dnm_GNf9wQiQ3eXfUGMYxx8B9pT0l8H1J3gDR5W7_-3ETni9_1pCTrEupap63Z3d_Z9Io-NC5a5tXKxg7c7qhuyDEp2dIrVSm_kiT2OcuwXg8RmeBdofPkoznNE7EoiqEFz4cNTU/s1600/wickliffe2.tif" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS9pY2Dnm_GNf9wQiQ3eXfUGMYxx8B9pT0l8H1J3gDR5W7_-3ETni9_1pCTrEupap63Z3d_Z9Io-NC5a5tXKxg7c7qhuyDEp2dIrVSm_kiT2OcuwXg8RmeBdofPkoznNE7EoiqEFz4cNTU/s1600/wickliffe2.tif" height="208" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">One unintended consequence of working with small plants<br />
has been that my knees are now not so forgiving of a day's <br />
work doing small quadrats!</td></tr>
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In late 1998 I was lucky enough (looking back on it) to be appointed as Lecturer in Plant Ecology at La Trobe University. Really, I had no idea what I was getting into. I'd spent the previous 6-7 years undertaking research, followed by a 6-month Lecturer appointment at Deakin University (filling in for someone on maternity leave). In many respects, I knew I wanted to be an academic but my training really had totally under-prepared me for the actual job. Much of it has been on-the-job learning. <br />
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Becoming an academic means you're doing research (and guiding student projects) and teaching (which includes marking, subject co-ordination, subject review, student interactions, etc). You’re also expected to write grants, serve on a myriad of committees, advise students and review the work of others (manuscripts, proposals). Each of these can take up a lot of your time each day. And there is only so much time in the day to get everything done. So, I thought it might be useful to list some things that I think I could/should have done better, and some things that I think I've done OK. This might help new academics transition a little easier than I did.<br />
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Fifteen years down the track, I'm pretty happy with where I'm at. But, there are definitely some things I could have done better (and if I had my time over again, probably would have). Here's a few things that come to mind:<br />
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<strong><em>1. Learn to say no, at least to some things. </em></strong>When you first start up, you feel like you have to impress your workplace, so you tend to end up saying 'yes' to everything. Either that, or like me, you didn't realise you could say 'no'. While busy people make time to do all the tasks they take on, in academia this actually comes at a cost. By agreeing to every committee you're asked to sit on, and doing all the admin jobs around the department, as well as lots of teaching, you actually cut into your quality time to do research, and to hang around with those who do your research (your Post-Grads). It is good to be busy, but not at the expense of the most important task on your Job Description. I have been poor at saying no and now have learnt to say "I'll get back to you on that" or "I need to check my diary first". I still say "yes" way too often. Saying no shouldn't be a reflection that you're not a 'team-player' but rather, you are trying to get a good balance between research, teaching and admin.<br />
<strong><em>2. Team up with a senior academic.</em></strong> Life is pretty lonely in academia sometimes. You feel time-pressured, pulled from all sides, developing subjects with little help, and worry that your research is not going as well as it could. Indeed, you might even feel career success competition from other academics. I felt this way too, mainly because my University didn't really have a mentor programme in place to guide me through the complexity of academic life. So, for many years, I just put up with this. I assumed that you just got on with things. It wasn't till I teamed up with a senior academic (from another University), in what really was a chance interaction, that I started to get some mentoring that helped me figure out 'my job'. This mentoring, unofficial as it was, made a huge difference to how I felt about my place. How to think about priorities, how to see my role in academia, and how to interact in my research field - none of this was ever made explicit.<br />
<strong><em>3. Unfinished projects.</em></strong> I've had lots of great students through the years and we've published lots of good papers. But invariably I've started new projects before wrapping up old ones. This comes at a cost. Some of that great work has yet to be published and, if I'm honest, probably won't ever be now. This is disappointing for everyone as our science, the reason for being in academia, won't ever be scrutinised nor made available to the wider community. I once waited for the student to take the lead on writing up their papers. This has rarely worked. They move on to new jobs, etc and don't necessarily have the same motivation for publishing that I do. So I'm now much more explicit when it comes to writing. I tend to say that "you've got 6 months to prepare a manuscript. If you don't I will take over the paper and will be first author if I deem I have to re-write the data and general story". I think this is helping getting those unfinished manuscripts written.<br />
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The things I think I got right are quite personal, and possibly won't resonate with everyone. But in my case, they have allowed me to stay positive, productive, happy, and to feel like I'm making a contribution to academia and my field of ecology more generally.<br />
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<tr><td class="tr-caption" style="text-align: center;">Field experiments have been at the centre of my<br />
research world for two decades.</td></tr>
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<em><strong>1. My research is diverse, sort of.</strong></em> I tend to work on vegetation dynamics, mainly the role of recruitment processes and how they affect local abundance, species coexistence, range limits, recovery after disturbance, invasions, restoration. I've tended to focus on herbaceous ecosystems. I've branched out into interesting related areas - the role of plant traits in predicting responses to perturbations, or the reversibility of ecosystem states, for instance - and it is this variety of general questions that continues to drive my curiosity. This is crucial. It means I might have forsaken answering one 'big' ecological question, but being a generalist means I still get really excited about plants every day of the week!<br />
<strong><em>2. Read!</em></strong> I try and read one scientific paper every working day of the year. It's hard, and doesn't always happen. Indeed, it's closer to 3-4 per week. But I find it helps me to keep abreast of the literature, and I feel like I'm up with current ecological discussions. That makes my job as a reviewer, grant applicant, advisor, lecturer easier - because I know where my discipline is at. But I like making lists too! So maybe it just says something about my personality type.<br />
<em><strong>3. My Lab is a small lab.</strong></em> I take research mentoring seriously. For me, research quality over quantity is paramount. I've never had more than six PhD students at any one time and I like this - it gives me time to be involved in their work at a meaningful level. That way, I can spend lots of time discussing their data, musing over experimental design, and getting to know them as individuals. I think the best thing I can do is invest my time in people and a small lab suits my hands-on style. It also allows to do some of my own research too, and this keeps me sane. <br />
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<tr><td class="tr-caption" style="text-align: center;">A recent botanical expedition to the Snowy River led us to some<br />
surprising findings!</td></tr>
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<strong><em>4. I go into the field. I'm a field biologist afterall.</em></strong> I got into plant ecology because I like nature and being in the field observing patterns and processes. So, I make time (frequently) to go into the field to continue to hone my craft. I find observing plants, away from the distraction of the office admin, is where I have my best ideas. It's where I can mentor students, engage with managers, and see how the research we do in the Lab impacts. I get excited by ideas in the field and probably wouldn't be in academia if my main source of inspiration was removed.<br />
<strong><em>5. Find time to write.</em></strong> I really like writing (hence, the Blog) but almost feel like it is a luxury in my job. Time doesn't permit me to sit at my desk and just write. So, you need to find a way to write, and on a regular basis. I do that two ways. I try and write (or edit) for at least one hour of every second morning (first thing). I also try and work at home one day a fortnight. This mightn't seem much, but you'd be amazed how quickly a month flies by without having worked on a paper when you've got teaching on, grading, theses examinations to do, grants to prepare, etc etc.<br />
<strong><em>6. Make time for family and friends.</em></strong> At the end of the day, they get us through the lows in life, and share our highs. Don't neglect them because you have 'urgent' work to do. That should be done in work time. I've found that working 70 hrs a week isn't actually very productive. I reckon I work 50 hrs a week and even this is probably too much. Weekends are 'me time' as best I can manage. I haven't always done this but I'm seeing the benefit of getting away from academia and enjoying life. For me, that's wooden boats (I have a plan to build one soon), sailing and bushwalking. Surprisingly, I usually come to work on Mondays all invigorated and happy, and that can only be a good thing for my health, sanity and productivity. <br />
<strong></strong><br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com2tag:blogger.com,1999:blog-5915507177810475616.post-50919528715396507622014-12-08T20:14:00.003-08:002014-12-08T20:24:48.548-08:00Weeds are relentlessly marching into the Australian Alps!<span style="font-family: inherit;">This is the conclusion I have to draw based on lots of new evidence we have been accumulating these last two summers. Alpine areas are currently amongst the least invaded ecosystems in
Australia and this has generally been thought to be because the environment is too harsh
for many introduced species to survive, hence limiting their establishment. I'm coming to the conclusion that the current low number of species is more a reflection of the fact that many exotic
species have yet to arrive there. </span><br />
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit;">MIREN features 11 core mountain regions that</span><br />
<span style="font-family: inherit;"> participate in standardized baseline screening and monitoring.</span></td></tr>
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<span style="font-family: inherit;">Our research has shown that the flora and fauna of
the Australian Alps is rapidly changing. My Lab is part of the </span><a href="http://www.miren.ethz.ch/"><span style="color: #3d85c6; font-family: inherit;">Mountain Invasion Research Network (MIREN),</span></a><span style="font-family: inherit;"> an international collaborative effort to document patterns and processes of invasion into mountain ecosystems. Using standardised survey protocols (mostly using quadrats placed from lowlands to mountain tops), we have now shown that many species have made the jump from the lowlands
to the alpine regions. In some cases, this has occurred because they have been
deliberately introduced into ski resorts. The introduction and spread of </span><a href="http://invasives.org.au/blog/hawkweeds-a-recent-discovery-in-victorias-alps-and-a-taxonomic-name-change/"><span style="color: #3d85c6; font-family: inherit;">Orange Hawkweed</span></a><span style="font-family: inherit;"> is a good example of this. </span></div>
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<span style="font-family: inherit;">Many new arrivals, however, have moved into the mountains by
using roadsides as corridors for dispersal. Some, such as Chilean Needle Grass,
have never been seen before in the alps until their detection on roadsides near
Falls Creek in 2013. Others, such as Sweet Vernal Grass and St John’s Wort, are rapidly
expanding their range, using roadsides and walking trails as initial points of
introduction into native vegetation.</span><br />
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<span style="font-family: inherit;">In general, the number of weeds on roadsides does decline as you move up mountains. You can see this pattern here - a summary of all plots sampled in the Victorian Alps in 2013.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTN8qvjm9QTsYOLV3pqJGdBNx1rsoUZFVyiv2IC87CXT7TxEeuVLQKIvJSWuZMWDxhPzutcuFRTQLSF2T2fpUfE13SqNsD6PES-vNamfag3iN7FfsGI8ZGlI5k2o280xhknmeehQMhMYu5/s1600/mountains+exotics.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTN8qvjm9QTsYOLV3pqJGdBNx1rsoUZFVyiv2IC87CXT7TxEeuVLQKIvJSWuZMWDxhPzutcuFRTQLSF2T2fpUfE13SqNsD6PES-vNamfag3iN7FfsGI8ZGlI5k2o280xhknmeehQMhMYu5/s1600/mountains+exotics.png" height="404" width="640" /></span></a></div>
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<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;">But don't be fooled. My collaborator Keith McDougall, working in the Kosciuszko National Park, found 25 new species on roadsides when he sampled the same plots five years apart, hinting that the ongoing propagule pressure from vectors such as cars, combined with changes in regional climate, is transforming mountain road verges at incredible rates. Sure, many of these species have not yet moved into the adjoining native vegetation. But it just may be a matter of time.</span><br />
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;">This figure, using MIREN data from the Victorian transects, shows how far some weeds have moved off roadsides. It's not an insubstantial encroachment of exotic species.</span><br />
<span style="font-family: inherit;"></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwXAGT-w2mFiMPZYQbe5fBO3GR1FFMVA54CgNB7rPmc1C2qvs2RVgOpBPFVwIKHiEkbvgOCdtUWnMg5EBbE1g5zXlYaBtsphRvA8AJZn_oe8WA9yagvBoksn5Q29jsviQOg_3SlNzsmyd4/s1600/roadside+weeds.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwXAGT-w2mFiMPZYQbe5fBO3GR1FFMVA54CgNB7rPmc1C2qvs2RVgOpBPFVwIKHiEkbvgOCdtUWnMg5EBbE1g5zXlYaBtsphRvA8AJZn_oe8WA9yagvBoksn5Q29jsviQOg_3SlNzsmyd4/s1600/roadside+weeds.png" height="440" width="640" /></span></a></div>
<span style="font-family: inherit;"></span> </div>
<span style="font-family: inherit;"></span><br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: inherit;">It's not all bad news though. </span><br />
<span style="font-family: inherit;"></span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_ckgDACWWuy_7l5vVbQPg6Nf2_wxF5lgJYbMblm9Rwcxz_6vgm_YNJy7Hbg_obzS3dMILjxJ9XuUCcZfuXmw7UqqXFgWt_U7vWxBxlo25Kc_FLmjxC2NF-3KoX2ipj6WOJ5-Oy0zVMuLQ/s1600/redleg+grass.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: inherit;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_ckgDACWWuy_7l5vVbQPg6Nf2_wxF5lgJYbMblm9Rwcxz_6vgm_YNJy7Hbg_obzS3dMILjxJ9XuUCcZfuXmw7UqqXFgWt_U7vWxBxlo25Kc_FLmjxC2NF-3KoX2ipj6WOJ5-Oy0zVMuLQ/s1600/redleg+grass.jpg" height="222" width="320" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit;">Red-led Grass is a native grass found on roadsides leading into</span><br />
<span style="font-family: inherit;">high mountain ecosystems. All of its 'natural' distribution</span><br />
<span style="font-family: inherit;">in Victoria is low elevation plains grassland and woodland.</span></td></tr>
</tbody></table>
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;">Some native species also seem to be using roadsides to hitch a ride up mountains. Red-leg Grass (<em>Bothriochloa macra</em>), a native C4 grass of the surrounding lowland plains, for example, has been recorded at several mountain roadside sites well above any known location in state databases (i.e., growing up to 800 m above known populations). Is this a 'new' weed, albeit native? It certainly looks like its dispersal is linked to vehicles but it is also likely that recent changes in low temperatures (and perhaps precipitation) play a role. </span><br />
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;">The movement of natives up mountains is interesting and entirely inevitable; after all, our basic understanding of climate change impacts is that species will migrate pole-wards and up mountains. This example, however, showcases how humans are likely to have facilitated the process and how (mostly) it'll go on undetected. And, in the bigger scheme of things, it illustrates that native ecosystems will re-assemble in the coming century whether we like it or not.</span><br />
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;">Further reading about MIREN and mountain invasions:</span><br />
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;">Kueffer et al. (2014) The Mountain Invasion Research Network (MIREN) - linking local and global scales for addressing an ecological consequence of global change. <em>GAIA</em> <strong>23/3:</strong> 263-265.</span><br />
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;">Pauchard et al. (2009) Ain't no mountain high enough: plant invasions reaching new elevations. <em>Frontiers in Ecology and the Environment</em><strong> 7:</strong> 479-486.</span><br />
<br />
<span style="font-size: x-small;">This work is supported by funding from the Long-term Ecological Research Network (LTERN) and was conducted by members of the La Trobe University <a href="http://australianalpineecology.org/"><span style="color: #3d85c6;">Research Centre for Applied Alpine Ecology</span></a>.</span></div>
John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-64007487378922930882014-11-16T14:17:00.003-08:002014-11-16T14:17:44.023-08:00Hyper-emergence in eucalypts<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs_gNuGtKQXgWCQBeNEpIdp77qEQmmFVRg4p_q5VN_qwjF-9jft93gJnmyATG48zLE5LgwnfGdkTYsstFY1491lgsq9-TFlWWC7XDJ5H70oxzb2PevAy_SuUOybVuJlqp7RtjtEJub5daq/s1600/DSC_0277.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs_gNuGtKQXgWCQBeNEpIdp77qEQmmFVRg4p_q5VN_qwjF-9jft93gJnmyATG48zLE5LgwnfGdkTYsstFY1491lgsq9-TFlWWC7XDJ5H70oxzb2PevAy_SuUOybVuJlqp7RtjtEJub5daq/s1600/DSC_0277.jpg" height="400" width="265" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tropical savanna in the Northern Territory<br />
(Photo: John Morgan)<br />
</td></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP8OTrSXCb1HCYxl3E6Ab38t3l4hkdqbzCKpf8OTb05fZpjxg6DFba95xYcp34Rw4yKFdJqWOHhXd3KqjTx-5TKDLGbzx4px3Fr98ygXo63C6hDKTM5x9Hi4Hc-TR7mJSAT_JX2Geb_eM4/s1600/IMAG0200.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgP8OTrSXCb1HCYxl3E6Ab38t3l4hkdqbzCKpf8OTb05fZpjxg6DFba95xYcp34Rw4yKFdJqWOHhXd3KqjTx-5TKDLGbzx4px3Fr98ygXo63C6hDKTM5x9Hi4Hc-TR7mJSAT_JX2Geb_eM4/s1600/IMAG0200.jpg" height="400" width="225" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Sub-tropical rainforest, Dorrigo National Park<br />
(Photo: John Morgan)</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<strong></strong><br /></div>
<strong></strong><br />
<strong>Q: What's the most obvious difference between a rainforest you'd find in the tropics and a eucalypt forest you might find in temperate areas? </strong><br />
<br />
The difference between these two is so obvious, most of us don't even notice it. <br />
<br />
And it struck me recently that the explanations for it are also poorly understood.<br />
<br />
<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCjs1FoK5gQsUKlnuqPd0evmgz1RBlS-RESoNllEHz7Te0ACop7Pa0JOZgTuEpLtFCpHuQalAY_OrbSeu3Z8lzF69VIvUtOa66JpFuQWdl7yOUIelMMxSKxJ3yrfD6OgFqJ_NQtjOdiD6U/s1600/100_3107.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCjs1FoK5gQsUKlnuqPd0evmgz1RBlS-RESoNllEHz7Te0ACop7Pa0JOZgTuEpLtFCpHuQalAY_OrbSeu3Z8lzF69VIvUtOa66JpFuQWdl7yOUIelMMxSKxJ3yrfD6OgFqJ_NQtjOdiD6U/s1600/100_3107.JPG" height="400" width="300" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mountain Ash - <em>Eucalyptus regnans</em><br />
The tallest flowering tree on the planet.<br />
(Photo: John Morgan, Wallaby Creek, 2006)</td></tr>
</tbody></table>
One of the most obvious differences is that <em>Eucalyptus</em> (and this would include some closely related genera such as <em>Corymbia)</em>, are characteristically <u>emergent</u> trees of many vegetation types in Australia. Typically, they are considerably taller than all other species in these communities, often by an order of magnitude or two. As such, the trees tower over all the other plants. Rainforests, by contrast, tend not to have such obvious tiering or separation of the canopy and the mid-under storey, with lots of different species comprising the canopy. Emergent trees, when they do occur, do not tower over the rest of the plant community. This seems a really obvious distinction, but have you ever stopped and asked "why"?<br />
<br />
A recent review sheds some light on why eucalypts grow so tall. <br />
<br />
Tng et al. (2012) <em>New Phytologist</em> <strong>196:</strong> 1001-1014, while focusing on the reasons for the evolution and occurrence of gigantic eucalypts (i.e. those species that grow >70 m tall, a fascinating topic for another post), highlight that 'hyper-emergence' of eucalypts is a trait that extends across climates and clades and can be found in many Australian vegetation types such as heath, mallee, dry sclerophyll, subalpine and savannah communities. In some cases, some giant eucalypt trees are >60 m taller than the underlying canopy. The nearly ubiquitous nature of hyper-emergence in eucalypts suggests that this trait is an ancestral feature of the eucalypt lineages, and if this is true, would have arisen >60 million years ago!<br />
<br />
In some respects, growing really tall above your competitors seems like a dumb idea. There's the risk of wind damage (or worse still, lightning strike!), tall trees need to sustain their own weight once bent, there's a lot of investment into woody structures that are diverted away from reproduction, and of course there is the not insubstantial problem of getting water up to great heights. So, why would trees - and eucalypts in particular - bother growing so tall? What are the benefits of <em>far</em> exceeding the heights of competitors?<br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBuHoKI8iMYVY3EkDLytdo-GjBhkwY0VL4w-tuZRQ3B8Tpy_1Ii5xDmik-fQnskPHgORn75E2mWgBOazOxpdwkhtUs-D_jZ59ZkJoSxDTe1tyC-RtUrJARQc1cBWqzW6vzxWqTKeWUGqpz/s1600/Picture+045.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBuHoKI8iMYVY3EkDLytdo-GjBhkwY0VL4w-tuZRQ3B8Tpy_1Ii5xDmik-fQnskPHgORn75E2mWgBOazOxpdwkhtUs-D_jZ59ZkJoSxDTe1tyC-RtUrJARQc1cBWqzW6vzxWqTKeWUGqpz/s1600/Picture+045.jpg" height="320" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alpine Ash (<em>E. delegatensis</em>) are hyper-emergent<br />
trees at high altitudes in the Australian Alps<br />
(Photo: John Morgan, near Mt Hotham)</td></tr>
</tbody></table>
Tng et al. suggest a couple of reasons, but clearly this is an area where more research is needed. <br />
<br />
First, tall trees tend to have very rapid early growth (relative to lots of other woody plants in the same community), allowing them to escape a 'fire trap' such that this growth would allow saplings (or resprouts) to reach heights that allow them to avoid the effects of high intensity ground fires. Such processes could apply to eucalypts in general (e.g. such as those of savannah and forest) but may be less applicable to eucalypts where fire return intervals are very long (decades to centuries). Indeed, in Mountain Ash forest, infrequent but high intensity canopy fires are actually necessary for stand replacement.<br />
<br />
Second, most eucalypts are shade-intolerant. Intense intra- and inter-specific competition provides a strong selection pressure for tall growth, hence allowing them to overtop their neighbours. By overtopping slower growing, shade-tolerant trees, often quickly after disturbance, early reproductive maturity can be assured.<br />
<br />
While both explanations undoubtedly play a role, they are not particularly satisfactory answers when asking the question "why grow <em>so</em> much taller than all the other plants in your community"? I think this is a fascinating topic that really needs a bit more thought. So next time you're in the bush, marvel at the eucalypts that undoubtedly overtop all else and ponder why this might be so.<br />
<br />
<br />
<strong>Further reading</strong><br />
Tng et al. (2012) Giant eucalypts - globally unique fire-adapted rain-forest trees? <em>New Phytologist</em> <strong>196:</strong> 1001-1014.<br />
Larjavaara (2014) The world's tallest trees grow in thermally similar climates. <em>New Phytologist</em> <strong>202:</strong> 344-349.<br />
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<br />
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.John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-73483697593195346492014-10-26T01:02:00.001-07:002014-10-26T01:03:11.391-07:00Endemic plant species on restricted soil types: 'early victims' or 'hardy survivors' of climate change? <br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;">One of the greatest challenges that land managers face
today is anticipating how climate change will affect the diversity and
composition of ecological communities to develop effective strategies for
adaptation and mitigation. The direct effects of climate change on species via
changes in temperature and precipitation have been the focus of many studies.
Many conclude that altitudinal and latitudinal shifts in distribution will be
necessary to survive the impacts of predicted climate change.<span style="mso-spacerun: yes;"> </span></span></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="mso-spacerun: yes;"><span style="font-family: inherit;"></span></span></span> </div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="mso-spacerun: yes;"></span><span style="font-family: inherit;">Little attention, however, has been given to
how plant species on 'restricted' soil (i.e. very infertile) will respond to
climate change. Here, suitable habitats for such species are patchily
distributed, and the dispersal distances required to move to newly suitable
habitat are large, making successful migration unlikely. Are species confined
to low-nutrient soils, which may reflect their tolerance of such conditions and
intolerance of other biotic factors such as competition, particularly
vulnerable to climate change?<span style="mso-spacerun: yes;"> </span>Some
studies suggest that soil specialists may be at less risk than species on
'normal' soils due to their stress-tolerant functional traits, but there is
also contrary evidence.</span></span></div>
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><o:p></o:p></span><br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;"></span> </span></div>
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;">
<span style="font-family: inherit;"></span><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3e4LzQ3DlFsZlPpbjqAifd108nI8zgxMuauayyBZPFinOv8yH5xmAJPPwFnhO-zzgrPlG0aV6K2DFBOVcSlie07EWwdBA5ln5SH1cUokUycg6V97mH-snHzwmJ684mpE7d76nLnzqsGw6/s1600/endemic+spp.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: inherit;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3e4LzQ3DlFsZlPpbjqAifd108nI8zgxMuauayyBZPFinOv8yH5xmAJPPwFnhO-zzgrPlG0aV6K2DFBOVcSlie07EWwdBA5ln5SH1cUokUycg6V97mH-snHzwmJ684mpE7d76nLnzqsGw6/s1600/endemic+spp.gif" height="305" width="640" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit; font-size: small;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt;">
<span lang="EN" style="font-size: 12pt; line-height: 150%; mso-ansi-language: EN;"><span style="font-family: inherit;">Conceptual model of how present
and future climate changes will affect (a) soil generalist and (b) soil
specialist species differentially. Blue represents the current range of a
species, Green is the future range of a species and Red is the area of overlap
between the current and future ranges. Patchy suitable habitat for the soil
specialist creates fewer colonization opportunities among the current and
future ranges than for the soil generalist with contiguous suitable habitat. </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt;">
<span lang="EN" style="font-size: 12pt; line-height: 150%; mso-ansi-language: EN;"></span><span style="font-family: inherit;"><span lang="EN" style="font-size: 9pt; line-height: 150%; mso-ansi-language: EN;">I</span><span lang="EN" style="font-size: 9pt; line-height: 150%; mso-ansi-language: EN;">mage:
Damschen et al. (2012) <i style="mso-bidi-font-style: normal;">Journal of Ecology</i>
<b style="mso-bidi-font-weight: normal;">100:</b> 1122-1130.</span><span style="font-size: 9pt; line-height: 150%;"><o:p></o:p></span></span></div>
<span style="font-family: inherit; font-size: small;">
</span></td></tr>
</tbody></table>
<span style="font-family: inherit;"></span></span><span style="font-family: inherit;">
</span><br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;">Plant communities on low-nutrient soils have two
distinctive attributes that may cause them to respond uniquely to climate
change, and I don't think we've really thought about these factors as they pertain to climate change responses. </span></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;"></span></span> </div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;">First, they are often found in discrete areas making them more
spatially isolated from one another than species on ‘normal’ soils that tend to
be more contiguous. Hence, this spatial isolation may make it much more difficult for
soil-specialist species to successfully migrate under climate change because suitable soils are isolated (or embedded in a hostile matrix to borrow an analogy from landscape ecology). </span></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;"></span></span> </div>
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;">Second, because these
species are on unproductive substrates, they may differ from communities on
‘normal soils’ in terms of limiting resources, functional traits, and the
relative importance of disturbance, competition and other ecological processes.
Plants in these special soil habitats often have traits associated with
tolerance of drought and nutrient-limitation [e.g. small stature, low-specific
leaf area (SLA), high allocation to roots relative to shoots] because nutrient
availability is limited, water can be scarce, and soils may have additional
unusual chemistries (e.g. particularly acidic pH). Special soil communities are
often more strongly water-limited than others; therefore, they may be especially
responsive to changes in available precipitation. On the other hand, because
plants on special soils already have adaptations for stress tolerance, they may
be particularly well-suited to withstand climatic changes. <o:p></o:p></span></span></div>
<span style="font-family: inherit;">
</span><br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1AQA3GrAFw2w16IMd38WK1OtLhi3MqznPezSSnEbchwXFEjjCfGGG1hiFDYSNxU1gg_ZIxLDBYdF8nCVN0iIRaVDR_Jw6RQ3gkoNgLc1AqOCj4nsQkCat_ZnJ-zf_IsggOiVB7IwNnJTM/s1600/wellington+mint+bush.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="font-family: inherit;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1AQA3GrAFw2w16IMd38WK1OtLhi3MqznPezSSnEbchwXFEjjCfGGG1hiFDYSNxU1gg_ZIxLDBYdF8nCVN0iIRaVDR_Jw6RQ3gkoNgLc1AqOCj4nsQkCat_ZnJ-zf_IsggOiVB7IwNnJTM/s1600/wellington+mint+bush.jpg" height="320" width="268" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit; font-size: small;">
</span><br />
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt;">
<span style="font-size: xx-small;"><span style="font-family: inherit;"><i style="mso-bidi-font-style: normal;"><span style="line-height: 150%;">Prostanthera galbraithiae</span></i><span style="line-height: 150%;"> (Wellington Mint-bush) is an erect
to </span></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt;">
<span style="font-size: xx-small;"><span style="font-family: inherit;"><span style="line-height: 150%;"></span></span></span><span style="font-family: inherit; font-size: xx-small;"><span style="line-height: 150%;">spreading small shrub and is restricted to sandy
</span></span><span style="font-family: inherit; font-size: xx-small;"><span style="line-height: 150%;">soils of the Holey Plains State Park, Victoria</span></span></div>
<span style="font-family: inherit; font-size: small;">
</span></td></tr>
</tbody></table>
<span style="font-family: inherit;">
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;">Asking questions about the fate of soil specialists in response to climate change is important for plant species such as the Wellington Mint Bush (<i style="mso-bidi-font-style: normal;">Prostanthera galbraithiae</i>), a vulnerable species in Australia. The species is endemic to a very small area of the Gippsland region of Victoria, restricted to sandy podzol soils typically low in macronutrients (especially N, P and K) and subject to long periods of soil moisture stress. Importantly, the sandy, nutrient-poor soils where Wellington Mint-bush occurs are restricted and embedded in a matrix of clay-based, more fertile soil types.</span></span><br />
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;"></span></span><br />
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;">What are the potential
responses to climate change of endemic plant species like the Wellington Mint-</span><span style="font-family: inherit;">bush when soil factors appear
to limit their current distribution? </span></span><br />
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;"></span></span><br />
<span style="font-family: inherit;"></span><br />
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;"><span style="font-family: inherit;">To understand the role of climate factors on the fitness of soil specialists, it is necessary to
compare the plasticity to water and temperature stress of the endemic
Mint-bush to that of more widepread species (such as <i style="mso-bidi-font-style: normal;">Prostanthera lasianthos, P. rotundifolia</i>) to test the hypothesis
that soil specialists are already well-adapted to environmental stress and hence, they
may be particularly well-adapted to withstand climatic changes. Such studies, and life history study more generally, allows us to understand how plants respond to stress, and provides a powerful tool for making informed decisions about which species may need active intervention to ensure their persistence.</span><br />
<span lang="EN-US" style="font-size: 12pt; line-height: 115%; mso-ansi-language: EN-US;"><span lang="EN-US" style="mso-no-proof: yes;"><span style="font-family: inherit;"></span></span><br />
<span lang="EN-US" style="mso-no-proof: yes;"><span style="font-family: inherit;">For species found in highly variable environments (such as those areas with frequent but unpredictable drought) where soil factors accentuate the magnitude of drought, a history of climate variability might confer rather general plasticity or tolerance of future climate variation. Coupled with having to persist on infertile soils, some species might show <u><em>more</em></u> resilience to change in climate than those species from much more stable/predictable climates (i.e. where factors such as rainfall are more evenly distributed through the year) because they already have to exhibit 'stress-tolerance' to survive their specialised soils. Hence, it would be useful to ask whether range-restricted, soil specialists like the Wellington Mint-bush are more plastic in their response to climate variability than widespread species (where local adaptation might have developed – i.e. the ‘provenance’ concept), or are they simply better adapted to environmental stress.</span></span></span> </span> </span><br />
<span style="font-family: Calibri;"><br />
</span>John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com2tag:blogger.com,1999:blog-5915507177810475616.post-75370434805255025902014-09-04T16:44:00.000-07:002014-09-04T16:51:24.837-07:00Managing sites for biodiversity based on plot-level data<br />
A simple, but powerful realisation hit me the other day while I was away on a field course with my 3rd Year Botany students. We went to Cape Conran in the east of Victoria to study fire and diversity relationships in sandplain heathlands. We set the students some questions for which they had to design a research project. They did a great job, so much so that it made me think about how we use scientific data to inform conservation management actions.<br />
<br />
One of the questions we asked was: <em>what is the relationship between species number and time-since-last-fire?</em> This is a very 'old' question in ecology, with lots of evidence that species number initially increases after fire, then plateaus off, before declining with increasing time. As such, it is recommended that to maintain diversity in heathlands, they need to be burnt at frequent intervals. Reading the literature, it is evident that fire return intervals of 10-25 years are recommended.<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ1s8WlCs8jRWyGeHD4sWXBybISkZyzDdbDbeLNtgjrrnyc9m60G_U3neHvQ8QV5GyUHzGUB7-ZFW0o8AiWVQmfecdBEIZv1H9Yz3tWv-wy_rypRv6iX1LYkFh5-fRp2MCDYZ7ZJ2zI8sq/s1600/cape+conran+3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQ1s8WlCs8jRWyGeHD4sWXBybISkZyzDdbDbeLNtgjrrnyc9m60G_U3neHvQ8QV5GyUHzGUB7-ZFW0o8AiWVQmfecdBEIZv1H9Yz3tWv-wy_rypRv6iX1LYkFh5-fRp2MCDYZ7ZJ2zI8sq/s1600/cape+conran+3.jpg" height="480" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Botanists often quantify the number of species in quadrats of fixed size. <br />
This is SPECIES DENSITY. Often only one or two quadrats per 'site' are sampled. An individual site here is<br />
a heathland with a known date of Year-Since-Last-Fire<br />
<br />
</td></tr>
</tbody></table>
<br />
Land managers take advice about the ways in which to manage biodiversity from scientists, so it is important that the advice we give is based on solid data from well-executed studies.<br />
<br />
At Cape Conran, we asked whether species number declines with long fire-free intervals to test the well-established understanding of heathland ecology. But we decided to take a different approach to that which is usually employed.<br />
<br />
In many of the 'fire in heathland' papers I read, I see that botanists compare the number of species in a quadrat (this is known as <u>Species Density</u>) across sites with known fire histories. Importantly, in these studies it is usual that the same sized quadrat is employed across sites to generate Species Density estimates. But this might be a flawed approach. Imagine you set up a 4 x 4 m quadrat in recently-burnt heathland. The plants are very small and many of them can 'pack' into the quadrat. As plants age, they become bigger and hence, it is likely that fewer of them will fit into your 4 x 4 m quadrat. In long-unburnt heathland, heath species are as large as they can grow and even fewer will fit into your (what now seems small) quadrat. <br />
<br />
So, while Species Density might inevitably decline with time-since-fire in your small quadrat, this is not the same as saying Species Richness declines across the site. <u>Species Richness</u> is the number of species you find in a defined site - in our case, a heathland - and it is this scale that a manager manages. Hence, is there a mismatch between the scale of evidence that botanists have used to assess fire impacts (the plot level) and what managers actually need to know - how do I manage heathland to maintain their diversity?<br />
<br />
To answer this question, we set out to sample Species Richness across sites that contrasted in time-since-fire. We used lots of small 1 m2 quadrats (<em>n</em> = 25) at each of three sites (that differed in time-since-fire: recent to long-unburnt) rather than relying on one or two big quadrats as is usually done. These were spread out across each heathland and all species were recorded. The results were VERY surprising!<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAIxf8JL-1VIM1cjlfvEJsoFtHvL0RR8YIXxF8mgHJn3IhisMVjP9Vjd83mzenn8JLvDiLLXmjVkfxf-UD43A2BA8_f16F3tKVFiOWOLMngLaOeEw41Bs4iI5qqpj7vwdY3Fa5dxUVZTWg/s1600/cape+conran+1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAIxf8JL-1VIM1cjlfvEJsoFtHvL0RR8YIXxF8mgHJn3IhisMVjP9Vjd83mzenn8JLvDiLLXmjVkfxf-UD43A2BA8_f16F3tKVFiOWOLMngLaOeEw41Bs4iI5qqpj7vwdY3Fa5dxUVZTWg/s1600/cape+conran+1.jpg" height="320" width="240" /></a><br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXoDsr56c_SDaqNsTveebkB-RlVzj0_07BdCnwYliswpLODqtz3GQx8E0kqiBGgY5-J09MQYZxeoCvcsX52XmtNFhfyntDK4GUJMCkaMURZ9yUV07JbuKRhVWoKRgmwjzgneHHfxSi_D-M/s1600/cape+conran+2.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXoDsr56c_SDaqNsTveebkB-RlVzj0_07BdCnwYliswpLODqtz3GQx8E0kqiBGgY5-J09MQYZxeoCvcsX52XmtNFhfyntDK4GUJMCkaMURZ9yUV07JbuKRhVWoKRgmwjzgneHHfxSi_D-M/s1600/cape+conran+2.jpg" height="320" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Here, students are also quantifying species density<br />
in smaller quadrats, but doing lots<br />
of them across a site</td></tr>
</tbody></table>
As expected, Species Density was highest in the most recently-burned areas compared to long-unburnt areas (15 vs. 8 species per m2). But then it got interesting. The total number of species observed in each site across our 25 quadrats was the same - 39 (all of them native). So, despite there being many more species in the small quadrats in the recently burned areas, unburnt areas supported the same number of species across the site. Yes, they were 'rarer' and some were different species, but if the aim was to maintain species richness at the Site Level, the level at which managers would be most interested, then the need for fire was not so clear.<br />
<br />
And, when using some fancy statistical techniques to assess how much more biodiversity would be present if we had sampled more quadrats (the procedure is called 'rarefaction'), we actually expected more species in the long-unburnt heathland than the recently-burned heathland (60 vs. 41).<br />
<br />
It became apparent that frequent fire might actually hold-up succession of sandplain heathland to more complex, diverse systems rather than maintain it. Frequent fire would likely knock out species that have long primary juvenile periods or that take time to colonise after fire. Far from allowing such species to be members of the community, frequent fire might reduce spatial heterogeneity and hence, reduce habitat complexity. Such thinking hasn't been applied to heathland ecology before in south-east Australia and while it is too early to suggest we change our current practices (of frequent fire), this student research hints that maybe a rethink is in order. <br />
<br />
And, as I said at the start, it highlights that the relationship between Plot-level data and Site-level responses are not always as clear-cut as might be imagined. Stay tuned........<br />
<br />
<span style="font-size: x-small;">Thanks to Luke O'Loughlin, David Cameron and Botany students Holly Fiske, Nicole Baboucek, Tony Hampton, Jasmine Thum, Darragh O'Sullivan and Kate McWhinney for collecting and interpreting this interesting dataset from the annual Botany 3 undergraduate trip to Cape Conran.</span>John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com2tag:blogger.com,1999:blog-5915507177810475616.post-24030369233076625342014-07-29T17:38:00.001-07:002014-07-29T17:47:40.383-07:00New study points to the global significance of the Plains-wanderer<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQGXs0ATcPWmAlvtiIYHkWmfVEMk8YYfCNbtQm_I5biuQ-Da0Q06VhvAMTOrIDnXErmirFsfJuf28nLmbDmHbLiFEr67w3AaPjO1Ck9iWJfW4A1Jx2exjfZOU3QtAJBBealpvzO7FhWRbb/s1600/100_3679.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQGXs0ATcPWmAlvtiIYHkWmfVEMk8YYfCNbtQm_I5biuQ-Da0Q06VhvAMTOrIDnXErmirFsfJuf28nLmbDmHbLiFEr67w3AaPjO1Ck9iWJfW4A1Jx2exjfZOU3QtAJBBealpvzO7FhWRbb/s1600/100_3679.JPG" height="480" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Can you spot Australia's most unique bird?<br />
Terrick Terrick National Park<br />
Photo: John Morgan</td></tr>
</tbody></table>
The Plains-wanderer has for some time been known to be a
member of Australia’s ancient avifauna and its nearest, albeit distant, relatives
are seedsnipe from South America.<span style="mso-spacerun: yes;"> </span>It is the sole member of a Family of birds
called the Pedionomidae. It's a species typically confined to native grassland habitats in eastern Australia and, unfortunately, one of the most endangered species of those grasslands. It should be a flagship for conservation and new research tells us why!<br />
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
Recently, <a href="http://www.sciencedirect.com/science/article/pii/S096098221400270X"><span style="color: #6fa8dc;"><strong>Jetz <i style="mso-bidi-font-style: normal;">et al.</i></strong></span></a>
(2014) published a major review of the world’s 9,993 recognised bird species to
determine which species we can least afford to lose in the current extinction
crisis if maximum global phylogenetic diversity is to be maintained.<span style="mso-spacerun: yes;"> Phylogenetic diversity is a measure of biodiversity which incorporates phylogenetic difference between species and phylogenetic analyses have become essential to research on the evolutionary tree of life. The concept of phylogenetic diversity has been rapidly adopted in conservation planning.</span><br />
<br />
Jetz <i style="mso-bidi-font-style: normal;">et
al</i>. (2014) developed a hierarchy based on how isolated a species is on the
phylogenetic tree which they termed ‘evolutionary distinctness’.<span style="mso-spacerun: yes;"> </span>They also included global geographic range,
and global endangerment in their metrics.<span style="mso-spacerun: yes;">
</span>The summary metric that Jetz <i style="mso-bidi-font-style: normal;">et
al.</i> (2014) used to rank the world’s birds combines evolutionary
distinctness and extinction risk.<span style="mso-spacerun: yes;"> </span><br />
<br />
By
their calculation, the Plains-wanderer is ranked:<br />
<strong><span style="font-size: large;">#1 among Australian birds and
#4 in the world!!</span></strong><br />
<br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
As such, these analyses highlight we can ill-afford to lose the species, yet current data suggest that significant declines are being observed, and it's not entirely clear why.<br />
<br />
The two strongholds of the Plains-wanderer are the semi-arid (or xeric) native grasslands of the
Riverina region of NSW and Victoria’s Northern Plains.<span style="mso-spacerun: yes;">
</span>Monitoring in NSW during 2001-2012 has found that the population size has declined
by 75% during droughts, then recovered slightly during benign years, and was then recorded at
record low levels during the very wet years of 2011-12.<span style="mso-spacerun: yes;"> </span>The population has remained at
very low levels for over a decade, and this is cause for considerable concern. In Victoria there has been monitoring on Terrick Terrick NP
and nearby <span style="font-family: inherit;">private land over five years (2010-14).<span style="mso-spacerun: yes;"> </span>Numbers declined by >90% during 2011-12
in the wet years (perhaps because breeding was negatively affected, while thickening of grasslands has reduced occupyable habitat) and the numbers have remained at historically low levels.</span><br />
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit;">If ever there was a need to monitor the dynamics of a species of conservation concern, whilst also monitoring its habitat suitability and key determinants of mortality risk (e.g. predation), then the Plains-wanderer would seem an essential candidate species. Good, basic scientific research is needed to answer simple questions: how long do birds live; are population dynamics cyclic; can suitable habitat be successfully created from scatch? In some respects, a metric of the success of grassland conservation and management will be that species like the Plains-wanderers can be maintained in their habitat, and that their numbers grow rather than decline.</span></div>
<span style="font-family: inherit;">
</span><br />
<span style="font-family: inherit;">Thanks to David Baker-Gabb for alerting me to the evolutionary distinctiveness of the Plains Wanderer, and for providing information on the population trends of this species.</span><br />
<span style="font-family: inherit;"></span><br />
<span style="font-family: inherit; font-size: x-small;">Reference</span><br />
<o:p><span style="font-family: inherit; font-size: x-small;"></span></o:p><br />
<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
<span style="font-family: inherit; font-size: x-small; line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Times-Roman; mso-hansi-theme-font: minor-latin;">Jetz, W, Thomas, G H, Joy, J B,
Redding, D W, Haartmann, K and Mooers, A.<span style="mso-spacerun: yes;">
</span>2014.<span style="mso-spacerun: yes;"> </span>Global distribution and
conservation of evolutionary distinctness in birds.<span style="mso-spacerun: yes;"> </span><i style="mso-bidi-font-style: normal;">Current
Biology</i> (2014), </span><a href="http://dx.doi.org/10.1016/j.cub.2014.03.011"><span style="line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Times-Roman; mso-hansi-theme-font: minor-latin;"><span style="color: blue; font-family: inherit; font-size: x-small;">http://dx.doi.org/10.1016/j.cub.2014.03.011</span></span></a><span style="line-height: 115%; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Times-Roman; mso-hansi-theme-font: minor-latin;"><span style="font-family: inherit;"><span style="font-size: x-small;">.<o:p></o:p></span></span></span></div>
<br /></div>
John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-40468375068469742172014-07-06T23:50:00.001-07:002014-07-06T23:50:23.059-07:00A new population curve for prehistoric AustraliaThe arrival of Aboriginal people in Australia marked an important change in the continent's ecology. The loss of the mega-fauna and a rise in the use of fire are common themes that resonate when discussing the role of Aboriginal people in shaping the nature of Australia.<br />
<br />
Up until now, most of the discussion has been about when aboriginal people arrived. The numbers fluctuate between 40,000 and 100,000 yrs ago, with a convergence of opinion in recent years (because of better carbon dating techniques) that it was probably about 52,000 yrs BP. <br />
<br />
An interesting paper by <a href="http://rspb.royalsocietypublishing.org/content/280/1761/20130486"><span style="color: #3d85c6;">Williams</span></a> take this insight one step further.<br />
<br />
Using radiocarbon dating techniques on >1700 sites from all over Australia, Williams has tried to reconstruct/assess population growth rates in Australia up until the time of European contact. <br />
<br />
Using some modelling assumptions about the initial founder effect (that is, how many people first colonised), he interprets three key things:<br />
<br />
1) Australia was settled by thousands, not just a handful, of humans, suggesting deliberate rather than accidental colonisation of the continent. The research suggests that it probably would have taken 1000 to 3000 people to reach the numbers of Aboriginal people observed at time of European contact.<br />
2) the population size grew very slowly - constrained by glacial periods. It wasn't until the Holocene (from about 10,000 yrs BP) that the population grew substantially. The study shows during the glacial maximum 18,000 to 21,000 years ago, the population fell dramatically. The data suggests 60% of the population was lost during this time, a period of extreme dry and cold. It took 9000 years for the population to recover to the same levels.<br />
3) the maximum population size before European settlement was approx. 1.2 M people (assuming a founder population of 1000-2000). This occurred only 500 years ago.<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0lWCO5RSnIM0dzS70dWWtMmh-TyTv4_I-WK5_ZH08MrqPQcigydbcV9DeSTA0JH7Ce8cvQHeGsc6zpPMbbd7NAn21T2QR7aqGFzSVuZEDbCs3rT0mASw4KgfoOzgQ_hZ6kzd6f8Ei8xE9/s1600/F1_medium.gif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0lWCO5RSnIM0dzS70dWWtMmh-TyTv4_I-WK5_ZH08MrqPQcigydbcV9DeSTA0JH7Ce8cvQHeGsc6zpPMbbd7NAn21T2QR7aqGFzSVuZEDbCs3rT0mASw4KgfoOzgQ_hZ6kzd6f8Ei8xE9/s1600/F1_medium.gif" height="496" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Distribution of archaeological sites contributing radiocarbon data to the study by Williams.<br />
You can see there is a pretty good coverage across Australia.</td></tr>
</tbody></table>
<br />
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdo_1DxJQAHzJNoLPsUJ9NC0U0pLsCJfdE2gUG5xe3t8NpNQ82aQhpOnRwhLcw9mQLKM6rn_bZC3oT5IWgixyKSjx_BX8iNekWLHVlS94KnAyA-ZqB2Br5CU5C8xL0mZ0zklKTUV5-p5LQ/s1600/Population+curve+for+Australia.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdo_1DxJQAHzJNoLPsUJ9NC0U0pLsCJfdE2gUG5xe3t8NpNQ82aQhpOnRwhLcw9mQLKM6rn_bZC3oT5IWgixyKSjx_BX8iNekWLHVlS94KnAyA-ZqB2Br5CU5C8xL0mZ0zklKTUV5-p5LQ/s1600/Population+curve+for+Australia.jpg" height="640" width="468" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">You can see this population reconstruction clearly here in this figure from the paper. The effects of 'founder size' (how many people might have first colonised Australia) has a big effect on population size at the time of European contact, as does climate. The two graphs show the outcomes based on different model assumptions - they give pretty much the same results. They suggest that population growth really took off at about 12,000 yrs BP; this corresponds with increasing climate stability</td></tr>
</tbody></table>
<br />
<br />
This paper (along with others - <a href="http://rspb.royalsocietypublishing.org/content/280/1773/20132182.short?rss=1"><span style="color: #3d85c6;">see here</span></a>) hints that the big changes in vegetation and mega-fauna extinctions observed in the last 50,000 yrs were probably driven by climate. Landscape burning by Aboriginal people has been linked to significant changes in the geographical range and demographic structure of many vegetation types but there is now an emerging lack of congruence between human activity and fire records during the period 20-40 kya. During a period of consistently low human populations, as posited by Williams, it is difficult to reconcile how Aboriginal people could have had the profound impacts that have been speculated by many.<br />
<br />
I can't vouch for the veracity of the work reported by Williams, but it provides interesting food for thought when interpreting the recent history of Australia.<br />
<br />
<br />
<strong>References</strong><br />
Williams (2013) A new population curve for prehistoric Australia. <em>Proceedings of the Royal Society B</em> <strong>280,</strong> 20130486.<br />
<br />
Sakaguchi et al. (2013) Climate, not Aboriginal landscape burning, controlled the historical demography and distribution of fire-sensitive conifer populations across Australia. <em>Proceedings of the Royal Society B</em> <strong>280:</strong> 20132182John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-79356678512177059812014-06-28T00:18:00.000-07:002014-06-28T00:23:29.080-07:00Ecological Rants<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLL6RXXfSA_AMP6vkrW8yJh0QM84uSwgjivlBvVpPLwVTjOTw87tcweMA4B2OnVBPKUBg6NrBU6LsI1NvgLGNo0iOdsaGYWVyMOqzhM-FR_XNB9Cp4OFtnZ_Jx40qFxP_nuwKSXxCc8z8K/s1600/stfkrebs.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLL6RXXfSA_AMP6vkrW8yJh0QM84uSwgjivlBvVpPLwVTjOTw87tcweMA4B2OnVBPKUBg6NrBU6LsI1NvgLGNo0iOdsaGYWVyMOqzhM-FR_XNB9Cp4OFtnZ_Jx40qFxP_nuwKSXxCc8z8K/s1600/stfkrebs.jpg" height="200" width="166" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoww8xM0xFzHLcrT4WEtpbWYBHjIsOh9lrk2cR6fAcR3bP6TqekUc9PYGuOftmnOlcqNEnaFuprAAiRUrvVCex5Bs04LxKV0855K4QHKf0jkNogVzA_NAyIkdcR_5Q_YQmHVvM6_dS0_Zo/s1600/9780321507433.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoww8xM0xFzHLcrT4WEtpbWYBHjIsOh9lrk2cR6fAcR3bP6TqekUc9PYGuOftmnOlcqNEnaFuprAAiRUrvVCex5Bs04LxKV0855K4QHKf0jkNogVzA_NAyIkdcR_5Q_YQmHVvM6_dS0_Zo/s1600/9780321507433.jpg" height="200" width="185" /></a></div>
I just discovered Charley Krebs Blog page called "<a href="https://www.zoology.ubc.ca/~krebs/ecological_rants/?cat=336"><span style="background-color: white; color: #3d85c6;">Ecological Rants</span></a>". It's worth a look. <br />
<br />
Krebs is an excellent ecologist who has written one of the best textbooks on ecology (<em>Ecology: The Experimental Analysis of Distribution and Abundance</em>) and, because of his age, has been around long-enough to have seen the field both stagnate, get bogged down and ultimately, make some massive gains about the understanding of the natural world. I've always thought his insights were interesting, even if I don't always agree with him.<br />
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There's excellent 'rants' about:<br />
- answering unanswerable questions<br />
- when academics should retire<br />
- conservative politics and science<br />
- biodiversity research<br />
- science and money<br />
- what bureaucrats need to do to let scientists get on with their job<br />
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I really like Charley's approach (elder statesman type of thing) and it's great to see (once again) how Blogs can get scientists to reach out to other scientists (and the public) beyond their academic publications.<br />
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<br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-84235669030041963072014-06-24T00:24:00.001-07:002014-06-24T00:24:06.580-07:00Shrubs in woodlands - directional or cyclic?One of the things that ecologists have noticed in (some) grassy woodlands in southern Australia over the last two decades is that woody cover has been on the rise. This can take the form of increases in shrubs (such as <em>Leptospermum</em> spp., <em>Acacia</em> spp.), or dense regeneration of trees. <br />
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My own work (and that of my students and other scientists) show this increase might be due to changes in management (such as the removal of stock grazing from long-grazed forests upon reservation for nature conservation), altered fire regimes (usually a decline or exclusion of fire), overgrazing by native and exotic herbivores (that reduce competition from the ground-layer vegetation, as well as encouraging unpalatable species at the expense of palatable ones), and potentially even changes in atmospheric CO2 levels that favour woody plants over grasses.<br />
<br />
Increases in woody plants have been recorded at several locations in southern Australia. This increase has generally been thought to be a uni-directional change that requires management intervention to alter this trajectory. So, at Wilsons Promontory National Park for instance, dense thickets of native Tea Tree that have established in swale grasslands and woodlands over the last 40 years are now being actively managed by carefully timed fire to open up the closed shrublands to benefit biodiversity and amenity. <br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBUmLtI8Zsustyi5dCQ_DwtsQkUZ89t_NSyebzhxTasoGraoes7QcLVi_nKguib-gyEl_zLUXk_gYgi2MVYWZEIhIBCEoD1kHoFCK8gqBU_HO82FpkMZNmDlAC_Sab1EX015XpQAoJD938/s1600/PC110874.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBUmLtI8Zsustyi5dCQ_DwtsQkUZ89t_NSyebzhxTasoGraoes7QcLVi_nKguib-gyEl_zLUXk_gYgi2MVYWZEIhIBCEoD1kHoFCK8gqBU_HO82FpkMZNmDlAC_Sab1EX015XpQAoJD938/s1600/PC110874.JPG" height="480" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Parks Victoria staff undertaking a burn to manage Coast Tea Tree (<em>Leptospermum</em> <em>laevigatum</em>) at Wilson's Promontory NP<br />
(Photo: Greg McCarthy)</td></tr>
</tbody></table>
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Just the other day, however, I saw evidence that woody plant encroachment isn't always uni-directional.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisNWKAjWJBzIIh7Eoex_nIRPU_JPixG0ruEgYGmDi3mMTQG8-piAho0Yeo3y-zgaWdfxZCo3mw-DLZox6ftVFWxsvSuYqK7K0dgy4Rg3uVVVM9Cd-21A4Cajge6RRG4NQzjhBj85-vP7xE/s1600/IMG_0074.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisNWKAjWJBzIIh7Eoex_nIRPU_JPixG0ruEgYGmDi3mMTQG8-piAho0Yeo3y-zgaWdfxZCo3mw-DLZox6ftVFWxsvSuYqK7K0dgy4Rg3uVVVM9Cd-21A4Cajge6RRG4NQzjhBj85-vP7xE/s1600/IMG_0074.JPG" height="320" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Herb-rich woodlands at Langi Ghiran <br />
in mid-winter, before flowering.</td></tr>
</tbody></table>
At Langi Ghiran, there are fabulous herb-rich woodlands. Spring is a sight to behold - indeed, some of the highest species richness levels in Australia have been recorded there. Shrubs appear to be localised and generally sparse.<br />
<br />
Hedge Wattle (<em>Acacia paradoxa</em>), a shrub native to the system, began spreading about a decade ago at this site and forming thickets. I'm not sure why it did this - was it climatically stimulated, was there a change in grazing pressure form native herbivores, was this a response to rising CO2? <br />
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It established prolifically in the inter-tree gaps, which are common in this woodland (and support much of the plant diversity), and establishes in the absence of fire. It also seems pretty unpalatable to the resident kangaroos and wallabies. I began to think that the end game here would be dense stands of wattle, a decline in diversity, and a landscape transformed visually.<br />
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However, when I last visited, the scene had changed a little bit.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5ypTvysthO6zqPooJOODWtoQ3EWN6HPUWyYFEAY2oBH0yAqB357PcYbFD7ZZxIo77AeIjyqGHr2sVJrh2eWHahKxvpoKEEF6SuJyQ4s8TlDJyWu3HRV4btanCOivgGYNAuhRAfxY2GqgJ/s1600/IMAG0437.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5ypTvysthO6zqPooJOODWtoQ3EWN6HPUWyYFEAY2oBH0yAqB357PcYbFD7ZZxIo77AeIjyqGHr2sVJrh2eWHahKxvpoKEEF6SuJyQ4s8TlDJyWu3HRV4btanCOivgGYNAuhRAfxY2GqgJ/s1600/IMAG0437.jpg" height="640" width="360" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hedge Wattle - the dead looking stuff in the centre of the image - at <br />
Langi Ghiran, 22nd June 2014.</td></tr>
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Across 10's of hectares, Hedge Wattle had died, or was senescing. I'm pretty sure this was not because of old age - most shrubs are (and this is just a guess) less than 15 yrs old. We know from work by my Honours student Julia Franco that Hedge Wattles can live for five decades. <br />
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Where plants were not quite dead, the phyllodes were brown and desiccated and clearly the individuals looked like they were on the way out. <br />
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I first noticed this browning off in summer after a hot and dry spell. Now, in mid-winter, there seems no signs of recovery. This hints (to me) that drought has probably played a key role in the population dynamics of Hedge Wattle at this site. It hints that the population might be cyclical - assuming that the rise and fall of Hedge Wattle has occurred before, but just gone un-noticed.<br />
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If this is the case, it suggests a few important lessons:<br />
- long-term observations can help decipher directional versus cyclical patterns in nature.<br />
- if drought is at play here, was this drought 'extreme' and hence, might we expect its frequency (and potential effects) to increase over time?<br />
- drought plays a key role in the dynamics of many woody plant populations but its effects are sometimes under-appreciated.<br />
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What else might be going on?? It's probably important to survey Hedge Wattle at Langi Ghiran to see if mortality is linked to particular aspects, slopes or soil types. Perhaps it is exacerbated in close proximity to century old trees. Might smaller plants be more susceptible than older ones (because they have less extensive root systems)? What about density? Are dense populations more or less susceptible to desiccation as individuals compete strongly for water?<br />
<br />
Whatever the cause, this site illustrates that woody plant encroachment doesn't always end in permanent site occupation. Trying to figure out where it does would improve our understanding of both the process, and the management response.John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-91303748233471501512014-05-30T19:37:00.000-07:002014-05-30T19:43:43.179-07:00Building community-based monitoring<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXp6Nj6pvcw92HRQgP6ScIhyphenhyphenWKfp0nh-hiQQeZvK794vMdnm46leykGJ9c-Lwzu0JZHI1HY1uNBeh0L6CM3CIfDaXBZ3T67_uSaDfK9NRD_V6-Bd6x5bFZ7p5UzuGUzEq7LnUnMgqbt3Km/s1600/147-4709_IMG.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXp6Nj6pvcw92HRQgP6ScIhyphenhyphenWKfp0nh-hiQQeZvK794vMdnm46leykGJ9c-Lwzu0JZHI1HY1uNBeh0L6CM3CIfDaXBZ3T67_uSaDfK9NRD_V6-Bd6x5bFZ7p5UzuGUzEq7LnUnMgqbt3Km/s1600/147-4709_IMG.JPG" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Latrobe students quantifying the effects of fire<br />
in the Little Desert NP.<br />
<span style="font-size: xx-small;">(Photo: John Morgan)</span></td></tr>
</tbody></table>
I teach undergrad Botany and Ecology at La Trobe University. My university has a really good reputation for training field-based biologists, and many of our graduates are now making great contributions to conservation through their work in ecological consultancies, local government, government research organisations, NGOs, environmental education and parks management. Many of the undergrads I teach, particularly the mature-aged students, have a real passion for the natural world and really know that they want to make a difference.<br />
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As part of my outreach activities, I also engage with local community groups - such as Friends Groups (like my local group called Holly Hill Revegetation Group), local plant groups (e.g. Australian Plant Society), Landcare Groups and naturalist societies. This is also really rewarding - here's a bunch of (mostly) amateur enthusiasts wanting to making their local environment better, and protect what little bits we have left by taking an active interest in their management. Unlike the university students I teach, many of these people don't know much about biology and ecological principles. I see my role here as one of educating to ensure better outcomes.<br />
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Engaging with the "community" is a crucial way to get them interested in natural systems and harness their desire to do positive things. We've done this well on many fronts. One thing that is really taking off amongst these community groups is the field of citizen science monitoring. Here, local people are keeping tabs of environmental change in their local area, often doing excellent work that universities and governments are unable to do. <a href="http://www.vic.waterwatch.org.au/"><span style="color: #3d85c6;">WaterWatch</span></a> is a good example of a programme that relies on volunteers to assess water quality in local catchments. <br />
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This is a great way to engage with people. But is it useful as a scientific activity to improve management by changing land management practices, i.e. learning by doing and then adapting management? I don't want to get into semantics about the quality of data that is collected, or the motivations of people who collect data. I'm more interested in thinking about "what is useful monitoring" and how to we maximise the benefits we get from such monitoring.<br />
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I've been musing about this a little because I'm often asked to help design monitoring for community groups, knowing full well that such monitoring, to be useful, needs to be simple, long-term and consistent. Here's a couple of suggestions that might help us think about what useful monitoring might be.<br />
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1) <strong>Identify the 'problem' first!</strong> The best monitoring has a clear question(s) / objective in mind from the outset that really determines what the monitoring should be and how it should be undertaken. Importantly, the information gained from the monitoring should help establish better practices in the future rather than just documenting change. <br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLpssJ-2GqgjFQrS039srJ_iAVMvRj3M_1J48g2w2nJvTRk9Dits75B9_cZ7ZeRl-sZoEuZgTMlzpyacJ-IJiNMzWTBkALB8_RrZKEnQciVPGhp6yi5yALE-OHuvFxIiIAUEToRgtsiE36/s1600/IMG_0020.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLpssJ-2GqgjFQrS039srJ_iAVMvRj3M_1J48g2w2nJvTRk9Dits75B9_cZ7ZeRl-sZoEuZgTMlzpyacJ-IJiNMzWTBkALB8_RrZKEnQciVPGhp6yi5yALE-OHuvFxIiIAUEToRgtsiE36/s1600/IMG_0020.JPG" height="320" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Planting Buloke trees into ex-pasture<br />
<span style="font-size: xx-small;">(Photo: John Morgan)</span></td></tr>
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Here's a simple example. Your local Landcare Group is revegetating some upper slopes box ironbark woodlands and will plant tubestock to establish trees. Your main concern is the need for weed control in the initial establishment phase because you've observed that establishment success seems patchy in previous years. Hence, it would seem logical to (a) plant some trees into intact understorey and (b) plant some trees where you've sprayed the understorey out. You count the number of individuals in each area then return yearly to recount the trees to assess survival. A more nuanced monitoring would record tree height to see if plants are also growing faster where there are no competitors in the initial phases. This might seem an obvious "experiment" but it is worth monitoring because the outcomes would really help us better use our resources - should we spray weeds out or if we don't need to spray, can we plant more trees. This monitoring might highlight where the real problem lies too. Trees might do really poorly in both areas because of herbivores, or low soil moisture <em>per se</em>, hence allowing us to design better plantings in future. While this monitoring may not be that "exciting" to do, it is very useful.<br />
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2) <strong>Keep it simple!</strong> When thinking about monitoring, the best information tends to be that which addresses Primary Questions. I tend to think of ecological questions as exiting in a hierarchy that span from Primary, Secondary and Tertiary level questions. Here's an example, about mistletoes. <br />
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Mistletoes are really important in woodland and forest ecosystems in Australia because they are food and habitat for a whole heap of birds and animals, and have important roles to play in nutrient turnover. Hence, if I was an restoration practitioner who had been planting trees in agricultural landscapes for connectivity, habitat enhancement, etc, I'd be keen to ask the following (hierarchical) questions:<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS1ChNFa7yr_Icvmth-3_AT3as36jOuJh1M62bk6E0_CAUyqKOvoK3MoCU7AXnSnyuc7ttikIHEuKuwFnau-6OVDanSyuxtJXK130AwMnBeU1O-zS8UqkVcp_Pt30CPhw2hiTN59HhELx7/s1600/7979df.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS1ChNFa7yr_Icvmth-3_AT3as36jOuJh1M62bk6E0_CAUyqKOvoK3MoCU7AXnSnyuc7ttikIHEuKuwFnau-6OVDanSyuxtJXK130AwMnBeU1O-zS8UqkVcp_Pt30CPhw2hiTN59HhELx7/s1600/7979df.jpg" height="320" width="214" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Dropping Mistletoe<br />
<span style="font-size: xx-small;">(Photo: </span><a href="http://davesgarden.com/guides/pf/showimage/189316/"><span style="font-size: xx-small;">http://davesgarden.com/guides/pf/showimage/189316/</span></a><span style="font-size: xx-small;">)</span></td></tr>
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<u>Primary</u>: Are mistletoes naturally colonising revegetation plantings?<br />
<u>Secondary</u>: Does distance to nearest patch of remnant vegetation affect whether mistletoes are colonising reveg plantings?<br />
<u>Tertiary</u>: Are mistletoes more numerous on some reveg tree species than others?<br />
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Hopefully you can see here that the Primary Question, about whether mistletoes are colonising plantings, is probably the most important question to ask first. It is probably also a pretty simple question to answer with monitoring: go out to XX planting sites and search for mistletoe colonisation on trees. Record which plantings have them. The information derived from this exercise informs us about their capability to recolonise reveg plantings, and from this we can start to understand the Secondary and Tertiary Questions. However, there is no need to ask the latter questions if the answer to the Primary Question is "No". You can see from this example, the monitoring could be very simple - there is not need to complicate things initially. Resurveying plantings 3-5 yrs later would then tell us about whether the situation is stable or changing.<br />
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3) <strong>Archive data somewhere!</strong> Citizen science is a great concept, but for it to be useful, the data that is collected needs to be stored somewhere that is accessible into the future. Importantly, the data needs to be used periodically to inform understanding and leverage decision making processes. Most ecologists who study long-term dynamics do so knowing that dynamics will span decades. In Australia, there are ecological experiments that have now been going for many years (in some cases 50-100), but they are only valuable because the data is archived and can be accessed for future comparison. Indeed, the new <a href="http://www.tern.org.au/"><span style="color: #3d85c6;">Terrestrial Ecological Research Network</span></a> (TERN), a federal government initiative, is almost entirely about databasing old and new data. This will be a great resource for scientists over the coming century if it can be maintained. A similar approach is needed for citizen science.<br />
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This might span a range of scales. If your local bush group is into collecting information about birds and plants, perhaps by annual surveys, then this data is most useful if archived in national databases where such records already occur. The <a href="http://www.ala.org.au/"><span style="color: #3d85c6;">Atlas of Living Australia</span></a> (ALA) is a superb repository for such data - species location records are a powerful way of observing changes over time. Because these databases are free to access, they really are an excellent place to put your data (which you can then always access) and they allow others to profit from your hard work. Imagine 25 years of bird count data, collected from across Melbourne, being in the ALA and accessible for all. It would give a great overview of the status of native birds in a rapidly growing city. Indeed, such databases are already contributing to this understanding. <a href="http://www.vic.waterwatch.org.au/"><span style="color: #3d85c6;">WaterWatch</span></a> is an excellent example of collecting data and archiving it as an online resource - it's worth checking out.<br />
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Of course, there are much smaller scale ways of archiving data. In local Friends Groups, perhaps the group nominates a 'data manager' and their role is to report annually on what data was entered into their local database. If this was minuted each year, it would be pretty easy to know what was being monitored and where that data resided. I often think it would be great if I could access dates of burning of native grasslands where local groups have now been monitoring them for years. Sadly, such data is not being kept. <br />
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This returns me to my original thoughts - be clear about what it is you are monitoring, and why? If it is just to engage with local communities, let's not call it monitoring. Let's call it scientific outreach where we teach people how to monitor. But if we are to monitor, let's do it well and have a clear reason for doing it. And let's use the information being collected to make better environmental decisions. <br />
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<br />John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0tag:blogger.com,1999:blog-5915507177810475616.post-15550624026865462662014-05-15T23:42:00.000-07:002014-05-15T23:42:15.217-07:00Fire in native grasslands: getting to grips with some key unknowns (part 2)In Part 1, I introduced the notion that we don't have a good idea of historical (post-European settlement) fire regimes in native grasslands (let alone pre-European), but by using the Minutes of rural fire brigades, it is clear that some of the best examples of grasslands in western Victoria have been burnt near annually for 70 years. This won't apply everywhere, but it tells a story of fire in the landscape that has previously gone un-noticed in some ways.<br />
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In this Blog, I return to one of the big unknowns about fire in grasslands. Despite it's importance, there is almost no data on fire behaviour in temperate grasslands. <br />
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Fire behaviour describes the fire event: the fire intensity, the thoroughness, the extent, the duration of heating. While there has been much research examining the effects of historic fire regimes (1 versus 3 versus 5 year burning frequencies), managers have almost no information about how individual fires vary and what the implication of these differences in fire events might mean for mortality processes and rates of regrowth.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9nHV84CEOsnYfBjUy24xlQkjiI616xgbIAhoK7Tucm6eoOtSxK4-AAAzAHUj-8w4GpP3VN8rIs9OOUGhMZKvL017YLppeaaQEtfgD7ayH8keUy3xo-Pff-MoZntoIZaqKRmMACp4SjQO5/s1600/L1040229.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9nHV84CEOsnYfBjUy24xlQkjiI616xgbIAhoK7Tucm6eoOtSxK4-AAAzAHUj-8w4GpP3VN8rIs9OOUGhMZKvL017YLppeaaQEtfgD7ayH8keUy3xo-Pff-MoZntoIZaqKRmMACp4SjQO5/s1600/L1040229.JPG" height="480" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fire behaviour in grasslands will be a function of fuel amount, fuel type, fuel moisture and conditions on the day <br />
of burning. How grasslands are burnt (i.e. lighting patterns) also has a profound affect on fire behaviour. Here, in a grassland near Dunkeld, we can see a patchy fire. But why?<br />
<span style="font-size: xx-small;">(photo: John Morgan)</span> </td></tr>
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To address this information gap, my Honours student <a href="http://botanyhonours.blogspot.com.au/2014/04/karina-salmon-hons-201314-role-of-fire.html"><span style="color: #3d85c6;">Karina Salmon</span></a> and I have been quantifying Fire Intensity and Residence Time for a number of grassland fires this summer. These two measures tell us something about (a) amount of energy released by a fire (I = fuel load * rate of fire spread * constant) and (b) duration of heating (above 200 deg C). Clearly, Intensity will vary with fuel and fire weather conditions on the day; faster moving fires are generally more intense. Fast moving fires probably also have lower residence times at a point, although this is not well-established in the literature for mesic grasslands.<br />
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Below is a link to a video that shows how grassland managers burn grasslands (in this case, a local Council near Sunbury). I want you to observe a couple of things here: rate of spread and flame height. While watching this, observe the lighting patterns and weather conditions. This has a tremendous effect on the way the grassland burns. <br />
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A couple of questions to ask yourself: Is this an "intense" fire? What is the ecological impact of this fire?<br />
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Let's answer the first question. Is this an intense fire?<br />
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How long is a piece of string?? Fire intensity is a relative measure in many respects. Forest fires can exceed 100,000 kW/m in intensity and hence, no grassland fire will ever be this intense as the fuel loads do not accumulate to the same degree. Hence, it is better to ask: is this an intense fire relative to other fires you get in grassy ecosystems. Even then, that answer is not straightforward. In tropical savannah, fire intensities up to 18,000 kW/m have been recorded, but fuel loads can be enormous - annual grasses take advantage of the wet season and put on several metres of growth each year. So we need to narrow this question even further. Is this an intense fire in the native grasslands in southern Australia? <br />
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We characterised this fire at about 500 kW/m, which isn't very high.<br />
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This is a one of the 'middle of the road' fire intensities that have been recorded in native grasslands. But it clearly 'looks' like a decent burn that you may have initially thought was 'high intensity'. It goes to show that just observing fires isn't very informative. All fires are hot, to some extent, so value judgements like 'low' intensity, or 'cool' burn aren't very helpful.<br />
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Of great interest to me is another (almost completely ignored) aspect of fire behaviour: Residence Time. <br />
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This fire had a temperature above 200 deg C for an average of 29 seconds (at the point of recording by a Type-K thermocouple). This heating, from a relatively low intensity fire, is what plants and animals actually have to put up with. Burning for half a minute is the real challenge here when thinking about probability of survival. Interestingly, at very low Fire Intensity, we found that Residence Time can be quite long, more than a minute in some cases. When fires are slow moving (as low fire intensity fires usually are), heating above 200 deg C is prolonged - the flames are not moving away from a point quickly. Hence, an (unintended) outcome of 'low fire intensity fires', by slow back burning of the grassland is that they heat for longer durations than higher intensity fires, and they burn very thoroughly. Almost no fuel goes unburnt in some cases. <br />
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Hence, it is clear we still have much to learn about ignition patterns, fire intensity and residence time, and how these interact to affect plant and animal population dynamics. I'm keen to explore these ideas next summer, so if you're planning on burning a grassland, I'd be keen to set up some dataloggers and quantify what's actually going on.<br />
John Morganhttp://www.blogger.com/profile/06090089200186046255noreply@blogger.com0