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    <title>MaplePrimes - answers and comments on Question, Another Dynamical System</title>
    <link>http://www.mapleprimes.com/questions/140991-Another-Dynamical-System</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
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    <lastBuildDate>Thu, 11 Jun 2026 06:42:33 GMT</lastBuildDate>
    <pubDate>Thu, 11 Jun 2026 06:42:33 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The latest answers and comments added to the Question, Another Dynamical System</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - answers and comments on Question, Another Dynamical System</title>
      <link>http://www.mapleprimes.com/questions/140991-Another-Dynamical-System</link>
    </image>
    <item>
      <title>evalf</title>
      <link>http://www.mapleprimes.com/questions/140991-Another-Dynamical-System?ref=Feed:MaplePrimes:Another Dynamical System:Comments#answer141001</link>
      <itunes:summary>&lt;p&gt;Using evalf helps:&lt;/p&gt;
&lt;p&gt;LinearAlgebra:-Eigenvalues(J(25/8, 5/18, -5/8));&lt;br&gt;evalf(%);&lt;br&gt;You will see that 2 of the eigenvalues are imaginary and have positive real parts. The third is (real and) negative.&lt;/p&gt;
&lt;p&gt;For a bunch of orbits you could try something like this:&lt;/p&gt;
&lt;p&gt;interface(warnlevel=0); #Initially you may not want to turn warnings off as they do give you some valuable information.&lt;br&gt;bg:=pointplot3d(pts,symbol=solidsphere,symbolsize=20,color=blue):&lt;br&gt;x0:=-2: y0:=-1: z0:=-2: dx:=6: dy:=3: dz:=3: N:=4:&lt;br&gt;t1:=-10: t2:=5:&lt;br&gt;DEplot3d({sys},[x(t),y(t),z(t)],t=t1..t2,[seq(seq(seq([x(0)=x0+i*dx/N,y(0)=y0+j*dy/N,z(0)=z0+k*dz/N],k=1..N-1),j=1..N-1),i=1..N-1)],linecolor=red,x=x0..x0+dx,y=y0..y0+dy,z=z0..z0+dz,thickness=2,stepsize=.01):&lt;br&gt;display(%,bg);&lt;/p&gt;
&lt;p&gt;Admittedly a rather confusing picture.&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;Using evalf helps:&lt;/p&gt;
&lt;p&gt;LinearAlgebra:-Eigenvalues(J(25/8, 5/18, -5/8));&lt;br&gt;evalf(%);&lt;br&gt;You will see that 2 of the eigenvalues are imaginary and have positive real parts. The third is (real and) negative.&lt;/p&gt;
&lt;p&gt;For a bunch of orbits you could try something like this:&lt;/p&gt;
&lt;p&gt;interface(warnlevel=0); #Initially you may not want to turn warnings off as they do give you some valuable information.&lt;br&gt;bg:=pointplot3d(pts,symbol=solidsphere,symbolsize=20,color=blue):&lt;br&gt;x0:=-2: y0:=-1: z0:=-2: dx:=6: dy:=3: dz:=3: N:=4:&lt;br&gt;t1:=-10: t2:=5:&lt;br&gt;DEplot3d({sys},[x(t),y(t),z(t)],t=t1..t2,[seq(seq(seq([x(0)=x0+i*dx/N,y(0)=y0+j*dy/N,z(0)=z0+k*dz/N],k=1..N-1),j=1..N-1),i=1..N-1)],linecolor=red,x=x0..x0+dx,y=y0..y0+dy,z=z0..z0+dz,thickness=2,stepsize=.01):&lt;br&gt;display(%,bg);&lt;/p&gt;
&lt;p&gt;Admittedly a rather confusing picture.&lt;/p&gt;</description>
      <guid>141001</guid>
      <pubDate>Sat, 01 Dec 2012 22:12:24 Z</pubDate>
      <itunes:author>Preben Alsholm</itunes:author>
      <author>Preben Alsholm</author>
    </item>
    <item>
      <title>Thank you</title>
      <link>http://www.mapleprimes.com/questions/140991-Another-Dynamical-System?ref=Feed:MaplePrimes:Another Dynamical System:Comments#answer141044</link>
      <itunes:summary>&lt;p&gt;dear &lt;a href="http://www.mapleprimes.com/users/Markiyan%20Hirnyk"&gt;Markiyan Hirnyk&lt;/a&gt;&amp;nbsp;, what can i do to be a solid person ?&amp;nbsp;do you mean 'escorpsy' ?&lt;/p&gt;
&lt;p&gt;however in &amp;nbsp;&lt;a href="https://controls.engin.umich.edu/wiki/index.php/Recorded_Lectures"&gt;https://controls.engin.umich.edu/wiki/index.php/Recorded_Lectures&lt;/a&gt;&amp;nbsp;, you download lecture 16&amp;nbsp;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;thank you &lt;a href="http://www.mapleprimes.com/users/Preben%20Alsholm"&gt;Preben Alsholm&lt;/a&gt;&amp;nbsp;, &amp;nbsp;&amp;nbsp;&lt;a href="/view.aspx?sf=141044/449211/new.mw"&gt;new.mw&lt;/a&gt;&amp;nbsp;, buw how the last command to show critical points didnt work .&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;dear &lt;a href="http://www.mapleprimes.com/users/Markiyan%20Hirnyk"&gt;Markiyan Hirnyk&lt;/a&gt;&amp;nbsp;, what can i do to be a solid person ?&amp;nbsp;do you mean 'escorpsy' ?&lt;/p&gt;
&lt;p&gt;however in &amp;nbsp;&lt;a href="https://controls.engin.umich.edu/wiki/index.php/Recorded_Lectures"&gt;https://controls.engin.umich.edu/wiki/index.php/Recorded_Lectures&lt;/a&gt;&amp;nbsp;, you download lecture 16&amp;nbsp;.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;thank you &lt;a href="http://www.mapleprimes.com/users/Preben%20Alsholm"&gt;Preben Alsholm&lt;/a&gt;&amp;nbsp;, &amp;nbsp;&amp;nbsp;&lt;a href="/view.aspx?sf=141044/449211/new.mw"&gt;new.mw&lt;/a&gt;&amp;nbsp;, buw how the last command to show critical points didnt work .&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;</description>
      <guid>141044</guid>
      <pubDate>Mon, 03 Dec 2012 10:59:10 Z</pubDate>
      <itunes:author>escorpsy</itunes:author>
      <author>escorpsy</author>
    </item>
    <item>
      <title>The output without bg</title>
      <link>http://www.mapleprimes.com/questions/140991-Another-Dynamical-System?ref=Feed:MaplePrimes:Another Dynamical System:Comments#comment141004</link>
      <itunes:summary>&lt;p&gt;&lt;img 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" alt=""&gt;&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;&lt;img 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" alt=""&gt;&lt;/p&gt;</description>
      <guid>141004</guid>
      <pubDate>Sat, 01 Dec 2012 23:05:16 Z</pubDate>
      <itunes:author>Markiyan Hirnyk</itunes:author>
      <author>Markiyan Hirnyk</author>
    </item>
    <item>
      <title>mess?</title>
      <link>http://www.mapleprimes.com/questions/140991-Another-Dynamical-System?ref=Feed:MaplePrimes:Another Dynamical System:Comments#comment141052</link>
      <itunes:summary>&lt;p&gt;&lt;a href="http://www.mapleprimes.com/questions/140991-Another-Dynamical-System#comment141004"&gt;@Markiyan Hirnyk&lt;/a&gt; &amp;nbsp;Is that a limit cycle (similar to Lorenz) in the middle there or just a mess?&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;&lt;a href="http://www.mapleprimes.com/questions/140991-Another-Dynamical-System#comment141004"&gt;@Markiyan Hirnyk&lt;/a&gt; &amp;nbsp;Is that a limit cycle (similar to Lorenz) in the middle there or just a mess?&lt;/p&gt;</description>
      <guid>141052</guid>
      <pubDate>Mon, 03 Dec 2012 14:35:51 Z</pubDate>
      <itunes:author>PatrickT</itunes:author>
      <author>PatrickT</author>
    </item>
    <item>
      <title>No  answer</title>
      <link>http://www.mapleprimes.com/questions/140991-Another-Dynamical-System?ref=Feed:MaplePrimes:Another Dynamical System:Comments#comment141054</link>
      <itunes:summary>&lt;p&gt;&lt;a href="http://www.mapleprimes.com/questions/140991-Another-Dynamical-System#comment141052"&gt;@PatrickT&lt;/a&gt; I don't know it.&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;&lt;a href="http://www.mapleprimes.com/questions/140991-Another-Dynamical-System#comment141052"&gt;@PatrickT&lt;/a&gt; I don't know it.&lt;/p&gt;</description>
      <guid>141054</guid>
      <pubDate>Mon, 03 Dec 2012 18:23:30 Z</pubDate>
      <itunes:author>Markiyan Hirnyk</itunes:author>
      <author>Markiyan Hirnyk</author>
    </item>
    <item>
      <title>A line left out</title>
      <link>http://www.mapleprimes.com/questions/140991-Another-Dynamical-System?ref=Feed:MaplePrimes:Another Dynamical System:Comments#comment141061</link>
      <itunes:summary>&lt;p&gt;It appears that I left out a line defining 'pts':&lt;/p&gt;
&lt;p&gt;solve({f(x, y, z) = 0, g(x, y, z) = 0, h(x, y, z) = 0}, {x, y, z});&lt;br&gt;pts:=map(subs,[%],[x,y,z]);&lt;/p&gt;
&lt;p&gt;Another thing: In your worksheet you use 2D input and apparently somehow a space was interpreted as a multiplication sign in the definition of bg:&lt;/p&gt;
&lt;p&gt;bg:=pointplot3d([[-1, 2/5, 0], [25/8, 5/18, -5/8]], symbol = solidsphere, symbolsize = 20, color = blue):&lt;/p&gt;
&lt;p&gt;Advice: Don't use 2D input. I never do.&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;It appears that I left out a line defining 'pts':&lt;/p&gt;
&lt;p&gt;solve({f(x, y, z) = 0, g(x, y, z) = 0, h(x, y, z) = 0}, {x, y, z});&lt;br&gt;pts:=map(subs,[%],[x,y,z]);&lt;/p&gt;
&lt;p&gt;Another thing: In your worksheet you use 2D input and apparently somehow a space was interpreted as a multiplication sign in the definition of bg:&lt;/p&gt;
&lt;p&gt;bg:=pointplot3d([[-1, 2/5, 0], [25/8, 5/18, -5/8]], symbol = solidsphere, symbolsize = 20, color = blue):&lt;/p&gt;
&lt;p&gt;Advice: Don't use 2D input. I never do.&lt;/p&gt;</description>
      <guid>141061</guid>
      <pubDate>Mon, 03 Dec 2012 18:45:27 Z</pubDate>
      <itunes:author>Preben Alsholm</itunes:author>
      <author>Preben Alsholm</author>
    </item>
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