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  <channel>
    <title>MaplePrimes - Maple Flow 2022 Posts and Questions</title>
    <link>http://www.mapleprimes.com/products/Maple Flow/Maple Flow 2022</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Tue, 07 Apr 2026 08:31:31 GMT</lastBuildDate>
    <pubDate>Tue, 07 Apr 2026 08:31:31 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>Maple Flow 2022 Questions and Posts on MaplePrimes</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - Maple Flow 2022 Posts and Questions</title>
      <link>http://www.mapleprimes.com/products/Maple Flow/Maple Flow 2022</link>
    </image>
    <item>
      <title>Unable to parse - MapleFlow</title>
      <link>http://www.mapleprimes.com/questions/240013-Unable-To-Parse--MapleFlow?ref=Feed:MaplePrimes:Version Maple Flow 2022</link>
      <itunes:summary>&lt;p&gt;What am I missing here?&amp;nbsp; I type in a simple differential equation and I get .. unable to parse error.&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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"&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;What am I missing here?&amp;nbsp; I type in a simple differential equation and I get .. unable to parse error.&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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" /&gt;&lt;/p&gt;
</description>
      <guid>240013</guid>
      <pubDate>Mon, 10 Mar 2025 01:38:45 Z</pubDate>
      <itunes:author>Christopher2222</itunes:author>
      <author>Christopher2222</author>
    </item>
    <item>
      <title>Mapleflow map won't work with left quotes</title>
      <link>http://www.mapleprimes.com/questions/236800-Mapleflow-Map-Wont-Work-With-Left-Quotes?ref=Feed:MaplePrimes:Version Maple Flow 2022</link>
      <itunes:summary>&lt;p&gt;map won&amp;#39;t work with left quotes&lt;/p&gt;

&lt;p&gt;L:=[2,&amp;quot;foo&amp;quot;,4]&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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"&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;map won&amp;#39;t work with left quotes&lt;/p&gt;

&lt;p&gt;L:=[2,&amp;quot;foo&amp;quot;,4]&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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" /&gt;&lt;/p&gt;
</description>
      <guid>236800</guid>
      <pubDate>Tue, 25 Jul 2023 22:40:05 Z</pubDate>
      <itunes:author>Christopher2222</itunes:author>
      <author>Christopher2222</author>
    </item>
    <item>
      <title>Elementwise operations</title>
      <link>http://www.mapleprimes.com/questions/236778-Elementwise-Operations?ref=Feed:MaplePrimes:Version Maple Flow 2022</link>
      <itunes:summary>&lt;p&gt;Hi!&lt;br&gt;
&lt;br&gt;
I&amp;#39;m trying to recreate a Mathcad sheet in Maple Flow&lt;/p&gt;

&lt;p&gt;I could use some help figuring out how elementwise operations are made:&lt;/p&gt;

&lt;p&gt;From mathcad, what i want to reproduce:&lt;/p&gt;

&lt;p&gt;&lt;img 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"&gt;&lt;/p&gt;

&lt;p&gt;What I have in Maple Flow so far:&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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"&gt;&lt;/p&gt;

&lt;p&gt;1) How do i get MF to output numerical valus in sigma_t ?&lt;/p&gt;

&lt;p&gt;2) How would H look in MF?&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Thank you!&lt;/p&gt;

&lt;p&gt;Ragards&lt;br&gt;
Siggi&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Hi!&lt;br /&gt;
&lt;br /&gt;
I&amp;#39;m trying to recreate a Mathcad sheet in Maple Flow&lt;/p&gt;

&lt;p&gt;I could use some help figuring out how elementwise operations are made:&lt;/p&gt;

&lt;p&gt;From mathcad, what i want to reproduce:&lt;/p&gt;

&lt;p&gt;&lt;img 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" /&gt;&lt;/p&gt;

&lt;p&gt;What I have in Maple Flow so far:&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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" /&gt;&lt;/p&gt;

&lt;p&gt;1) How do i get MF to output numerical valus in sigma_t ?&lt;/p&gt;

&lt;p&gt;2) How would H look in MF?&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Thank you!&lt;/p&gt;

&lt;p&gt;Ragards&lt;br /&gt;
Siggi&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;
</description>
      <guid>236778</guid>
      <pubDate>Thu, 20 Jul 2023 21:31:04 Z</pubDate>
      <itunes:author>SiggiN</itunes:author>
      <author>SiggiN</author>
    </item>
    <item>
      <title>How do I Combine functions in Maple Flow</title>
      <link>http://www.mapleprimes.com/questions/236116-How-Do-I-Combine-Functions-In-Maple-Flow?ref=Feed:MaplePrimes:Version Maple Flow 2022</link>
      <itunes:summary>&lt;p&gt;How do I combine a number of functions into a composite one?&lt;/p&gt;

&lt;p&gt;For example&lt;br&gt;
&lt;img alt="x := T -&amp;gt; (A - 1/T)/C;" src="https://www.mapleprimes.com/MapleImage.ashx?f=573c0ba088771e718514a1fd4ac42b73.gif"&gt;&lt;/p&gt;

&lt;p&gt;&lt;img alt="y := x -&amp;gt; sqrt(1/27*B^3/C^3 + 1/4*x^2);" src="https://www.mapleprimes.com/MapleImage.ashx?f=25b24e833fbbe89e4dfc7d5aba43fd31.gif"&gt;&lt;/p&gt;

&lt;p&gt;Combined into a final composite function&lt;br&gt;
&lt;img alt="R := T -&amp;gt; exp((y - 1/2*x)^(1/3) - (y + 1/2*x)^(1/3));" src="https://www.mapleprimes.com/MapleImage.ashx?f=dd94b9e43c9d11b197d89eb0d74361e7.gif"&gt; such that the function R evaluates x and y as functions themselves.&lt;/p&gt;

&lt;p&gt;Many times this sort of function definition makes it easier for the human.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;How do I combine a number of functions into a composite one?&lt;/p&gt;

&lt;p&gt;For example&lt;br /&gt;
&lt;img alt="x := T -&amp;gt; (A - 1/T)/C;" src="https://www.mapleprimes.com/MapleImage.ashx?f=573c0ba088771e718514a1fd4ac42b73.gif" /&gt;&lt;/p&gt;

&lt;p&gt;&lt;img alt="y := x -&amp;gt; sqrt(1/27*B^3/C^3 + 1/4*x^2);" src="https://www.mapleprimes.com/MapleImage.ashx?f=25b24e833fbbe89e4dfc7d5aba43fd31.gif" /&gt;&lt;/p&gt;

&lt;p&gt;Combined into a final composite function&lt;br /&gt;
&lt;img alt="R := T -&amp;gt; exp((y - 1/2*x)^(1/3) - (y + 1/2*x)^(1/3));" src="https://www.mapleprimes.com/MapleImage.ashx?f=dd94b9e43c9d11b197d89eb0d74361e7.gif" /&gt; such that the function R evaluates x and y as functions themselves.&lt;/p&gt;

&lt;p&gt;Many times this sort of function definition makes it easier for the human.&lt;/p&gt;
</description>
      <guid>236116</guid>
      <pubDate>Mon, 10 Apr 2023 22:43:54 Z</pubDate>
      <itunes:author>tim_finks</itunes:author>
      <author>tim_finks</author>
    </item>
    <item>
      <title>Maple flow minor improvement</title>
      <link>http://www.mapleprimes.com/posts/220500-Maple-Flow-Minor-Improvement?ref=Feed:MaplePrimes:Version Maple Flow 2022</link>
      <itunes:summary>&lt;p&gt;MapleFlow is showing the exact same icon in the taskbar as Maple when both are open.&amp;nbsp; Be nice if they were slightly different.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;MapleFlow is showing the exact same icon in the taskbar as Maple when both are open.&amp;nbsp; Be nice if they were slightly different.&lt;/p&gt;
</description>
      <guid>220500</guid>
      <pubDate>Fri, 31 Mar 2023 18:04:39 Z</pubDate>
      <itunes:author>Christopher2222</itunes:author>
      <author>Christopher2222</author>
    </item>
    <item>
      <title>[Maple Flow]  worksheet stops evaluating once I enter units</title>
      <link>http://www.mapleprimes.com/questions/235843-Maple-Flow--Worksheet-Stops-Evaluating?ref=Feed:MaplePrimes:Version Maple Flow 2022</link>
      <itunes:summary>&lt;p&gt;I&amp;#39;ve been using Maple Flow for awhile and generally pleased with its performance...until today.&lt;/p&gt;

&lt;p&gt;Going through my normal workflow, the sheet stopped evaluating and a little troubleshooting later it seems that the issue is that once I use a keyboard shortcut to include units, the sheet will not evaluate anything going forward.&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Once &lt;img src="/view.aspx?sf=235843_question/flowProblems.png"&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;I&amp;#39;ve been using Maple Flow for awhile and generally pleased with its performance...until today.&lt;/p&gt;

&lt;p&gt;Going through my normal workflow, the sheet stopped evaluating and a little troubleshooting later it seems that the issue is that once I use a keyboard shortcut to include units, the sheet will not evaluate anything going forward.&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Once &lt;img src="/view.aspx?sf=235843_question/flowProblems.png"&gt;&lt;/p&gt;
</description>
      <guid>235843</guid>
      <pubDate>Wed, 01 Mar 2023 15:24:17 Z</pubDate>
      <itunes:author>wesUNCC</itunes:author>
      <author>wesUNCC</author>
    </item>
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