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    <title>MaplePrimes - answers and comments on Question, Is it possible to change the variable name of an joint output?</title>
    <link>http://www.mapleprimes.com/questions/127463-Is-It-Possible-To-Change-The-Variable</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
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    <lastBuildDate>Thu, 11 Jun 2026 22:54:55 GMT</lastBuildDate>
    <pubDate>Thu, 11 Jun 2026 22:54:55 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The latest answers and comments added to the Question, Is it possible to change the variable name of an joint output?</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - answers and comments on Question, Is it possible to change the variable name of an joint output?</title>
      <link>http://www.mapleprimes.com/questions/127463-Is-It-Possible-To-Change-The-Variable</link>
    </image>
    <item>
      <title>Here's an example of how you might do this</title>
      <link>http://www.mapleprimes.com/questions/127463-Is-It-Possible-To-Change-The-Variable?ref=Feed:MaplePrimes:Is it possible to change the variable name of an joint output?:Comments#answer127564</link>
      <itunes:summary>&lt;p&gt;Here's an example of how you might do this in Maple:&lt;/p&gt;
&lt;p&gt;N := 5; M := 3;&lt;br&gt;&lt;br&gt;mySubs := [seq(s_P||i(t) = s[i](t), i = 1..N), seq(theta_R||i(t) = theta[i](t), i = 1..M)];&lt;br&gt;&lt;br&gt;subs(mySubs, myEquations);&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;You could just put this in the multibody template and set N and M to your own values.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;-Graham&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;Here's an example of how you might do this in Maple:&lt;/p&gt;
&lt;p&gt;N := 5; M := 3;&lt;br&gt;&lt;br&gt;mySubs := [seq(s_P||i(t) = s[i](t), i = 1..N), seq(theta_R||i(t) = theta[i](t), i = 1..M)];&lt;br&gt;&lt;br&gt;subs(mySubs, myEquations);&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;You could just put this in the multibody template and set N and M to your own values.&lt;/p&gt;
&lt;p&gt;&amp;nbsp;&lt;/p&gt;
&lt;p&gt;-Graham&lt;/p&gt;</description>
      <guid>127564</guid>
      <pubDate>Wed, 09 Nov 2011 21:14:33 Z</pubDate>
      <itunes:author>Graham</itunes:author>
      <author>Graham</author>
    </item>
    <item>
      <title>It was possible in DynaFlexPro</title>
      <link>http://www.mapleprimes.com/questions/127463-Is-It-Possible-To-Change-The-Variable?ref=Feed:MaplePrimes:Is it possible to change the variable name of an joint output?:Comments#answer127648</link>
      <itunes:summary>&lt;p&gt;&lt;img 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" alt=""&gt;&lt;/p&gt;
&lt;!--break--&gt;
&lt;p&gt;Thanks for make learning easier!&lt;/p&gt;</itunes:summary>
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" alt=""&gt;&lt;/p&gt;
&lt;!--break--&gt;
&lt;p&gt;Thanks for make learning easier!&lt;/p&gt;</description>
      <guid>127648</guid>
      <pubDate>Fri, 11 Nov 2011 18:43:44 Z</pubDate>
      <itunes:author>celuti</itunes:author>
      <author>celuti</author>
    </item>
    <item>
      <title>Thanks Graham</title>
      <link>http://www.mapleprimes.com/questions/127463-Is-It-Possible-To-Change-The-Variable?ref=Feed:MaplePrimes:Is it possible to change the variable name of an joint output?:Comments#comment127575</link>
      <itunes:summary>&lt;p&gt;It works.&lt;/p&gt;
&lt;p&gt;I have tried the solution that you propose, and also using an alias. They both work, but I wondered if it was possible to do directly from maplesim enviroment. I am afraid that it is not.&lt;/p&gt;
&lt;!--break--&gt;
&lt;p&gt;Thanks for make learning easier!&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;It works.&lt;/p&gt;
&lt;p&gt;I have tried the solution that you propose, and also using an alias. They both work, but I wondered if it was possible to do directly from maplesim enviroment. I am afraid that it is not.&lt;/p&gt;
&lt;!--break--&gt;
&lt;p&gt;Thanks for make learning easier!&lt;/p&gt;</description>
      <guid>127575</guid>
      <pubDate>Thu, 10 Nov 2011 01:38:38 Z</pubDate>
      <itunes:author>celuti</itunes:author>
      <author>celuti</author>
    </item>
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