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    <title>MaplePrimes - MapleSim 2024 Posts and Questions</title>
    <link>http://www.mapleprimes.com/products/MapleSim/MapleSim 2024</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Sat, 04 Apr 2026 23:43:43 GMT</lastBuildDate>
    <pubDate>Sat, 04 Apr 2026 23:43:43 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>MapleSim 2024 Questions and Posts on MaplePrimes</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - MapleSim 2024 Posts and Questions</title>
      <link>http://www.mapleprimes.com/products/MapleSim/MapleSim 2024</link>
    </image>
    <item>
      <title>Maple and MapleSim 2024.2 updates</title>
      <link>http://www.mapleprimes.com/posts/227614-Maple-And-MapleSim-20242-Updates?ref=Feed:MaplePrimes:Version MapleSim 2024</link>
      <itunes:summary>&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;We have just released updates to Maple and MapleSim. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;Maple 2024.2 includes ability to tear away tabs into new windows, improvements to scrollable matrices, corrections to PDF export, small improvements throughout the math engine, and more&lt;span style="color:#7030a0"&gt;.&amp;nbsp; &lt;/span&gt;We recommend that all Maple 2024 users install this update.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;This update also include a fix to the problem with the &lt;a href="https://www.mapleprimes.com/questions/238343-Command-Extension-Why-Is-Simplifyext" style="color:#0563c1; text-decoration:underline"&gt;simplify extension mechanism&lt;/a&gt;, as first reported on MaplePrimes. Thanks, as always, for helping us make Maple better.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;This update is available through &lt;b&gt;Tools&amp;gt;Check for Updates &lt;/b&gt;in Maple, and is also available from the &lt;a href="http://www.maplesoft.com/support/downloads/m2024_2update.aspx" style="color:#0563c1; text-decoration:underline"&gt;Maple 2024.2 download page&lt;/a&gt;, where you can find more details. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;At the same time, we have also released an update to MapleSim, which contains a variety of improvements to MapleSim and its add-ons. You can find more information on the &lt;a href="https://www.maplesoft.com/support/downloads/maplesim/msim2024_2update.aspx" style="color:#0563c1; text-decoration:underline"&gt;MapleSim 2024.2 download page&lt;/a&gt;. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;We have just released updates to Maple and MapleSim. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;Maple 2024.2 includes ability to tear away tabs into new windows, improvements to scrollable matrices, corrections to PDF export, small improvements throughout the math engine, and more&lt;span lang="EN-US" style="color:#7030a0"&gt;.&amp;nbsp; &lt;/span&gt;We recommend that all Maple 2024 users install this update.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;This update also include a fix to the problem with the &lt;a href="https://www.mapleprimes.com/questions/238343-Command-Extension-Why-Is-Simplifyext" style="color:#0563c1; text-decoration:underline"&gt;simplify extension mechanism&lt;/a&gt;, as first reported on MaplePrimes. Thanks, as always, for helping us make Maple better.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;This update is available through &lt;b&gt;Tools&amp;gt;Check for Updates &lt;/b&gt;in Maple, and is also available from the &lt;a href="http://www.maplesoft.com/support/downloads/m2024_2update.aspx" style="color:#0563c1; text-decoration:underline"&gt;Maple 2024.2 download page&lt;/a&gt;, where you can find more details. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin-bottom:13px"&gt;&lt;span style="font-size:11pt"&gt;&lt;span style="line-height:115%"&gt;&lt;span style="font-family:Calibri,sans-serif"&gt;At the same time, we have also released an update to MapleSim, which contains a variety of improvements to MapleSim and its add-ons. You can find more information on the &lt;a href="https://www.maplesoft.com/support/downloads/maplesim/msim2024_2update.aspx" style="color:#0563c1; text-decoration:underline"&gt;MapleSim 2024.2 download page&lt;/a&gt;. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/p&gt;
</description>
      <guid>227614</guid>
      <pubDate>Thu, 31 Oct 2024 16:24:16 Z</pubDate>
      <itunes:author>TechnicalSupport</itunes:author>
      <author>TechnicalSupport</author>
    </item>
    <item>
      <title>Update not downloading</title>
      <link>http://www.mapleprimes.com/questions/238872-Update-Not-Downloading?ref=Feed:MaplePrimes:Version MapleSim 2024</link>
      <itunes:summary>&lt;p&gt;&lt;span style="font-size:16px;"&gt;On a Windows 10 installation with&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;img 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1SoJmfvwiftapBfYteb+MLqzayWtDYLs17z7oR32rwoaAjJjIG5dKw5SyaVZLzJUjDpcLjFyawjAyhDUtKtyaEuZ9kcqF3c/TKfz+tUs+UfRxatB+LIX42rr9+pci55P04yd3fGXFatqDpUg/LJnDx/ND9OLz2Swc1qPLl0SU63RbZXm9HNnVHY2afqFSi3Mfdi5jsst/v/nbm4v6zvMir/qtntnXmw9xsJlTEUoIZUTE0g9sQ4JGZOgVrhaMqx9yxZwS+F7caU6R54krFtlCo3pbyuklphl1gS9Bj4bht2sJXLriepH45RqjVG4QbJwtbjkoO1cL1Jwp5wBzJirR+snGWV2iMca1aOoBXd1C1xmSVEEnuHIZlf5u8fRXrH+4taUcoOfjop/n1ivhQUCE3Tp6elOY+wq0tEdhaFDIsNJBQGOPu3M01kVqIEfFtSliXR1jcNcxPDmYMDHrbJJQV3BrIKRd7uYP1rp29BXxIDo2OQDGXWx9wVCclgeHAKRJEh108O+3DiqK1KzIJvY2kJ8SZMbrlyKCwo+aqxCa1oi43ZbMzLem3sHJvqQnJ6UD5nSebmr1vz7vTeXBSXep18OTKfTp7Nw9W/JNgeUwfsiQ+SC5yNndiBRGeoRvFcxfcCYZEUC9FyE/x6DlwrLJDAIJlwgh6UgwnMBCRTkrH/By+BC8eWI5XwOe5SZiOZRo5sTIwbU460YDCWc0fh2PqWS6v2nltLTlaITrSWKyIfLcFhV/aMnFiMJ5nm2pH7xcoUKUrMR+cqE4zRw0i/m3uWIBkHoJvlk0dgGKgtCwO/FB8kf6VhCpJpzX3X+iBcuhjJYOVgvrdECX0znZ6RpbN3SH4jkAyhKJL+9XGXUuNKMZJxx8XGTerbhPEVPGxsS+y5crrVXT9kQBEW6W4z8rjb7TjOFT9nSaaKxVg3ImIKdq6QQypSSyZGMkhCLNs7bqZwo+7Q+pIKJTd7BUpp3RuwcpHqLmEzTSeE9PhymFCuBVWiNA4hwZO1bKYmGUEsT0LO1NhSWwuosZWWg13Fs6oWaahYzTbYbsBZRI+Tk0zjRvgBYBCTwUyyJJKpXbLAXYqYgRyVugG5wgDzLSSha5RCMh3RhheqUdYXNkvHysH6LJnpJcqClo3g5BJVt0S7f5YMF5iVWnVknAQhsaiMEG4v51KX7az60sRO28UBEFi2v1fjR7iK9vfJSUYCNqosQpLxluiaGyhjbg1HLq0v6gCZ25JphYe70pZZwubKmQ3JACEdxZKhCE0Qc5LU7xFtYjwmZgFSJAB1ghtbaTmhPtaxLLhSFHXFCQKybd7tHqVqxr4ncpdEJEMI3da9I9pm63djFQJhxZYaf359Xywz35jrt9ad89f7oe9qr8TNEZPhhKclPXYzXrMnptcmMd9UtrExzH3qY535q0b2nm4kLtDs+XETnHcrib61g7WD3IzGXBCXQjJUPITTFtp1DPFwrejyznOJjGDxFlgORTBrMHlRsRiPaIGlxdXF4UM9H41kKqb34idFbAZsEmsH6ezMfP9ORM+J2SwIKHtRcedyerenSOQ8C8lEt3H72+/hHhCXBOCmLzho5DI3MtNjJEOVH4vjdOY9aA1ChP67ZWzO30/FxWRsDf7RioLIqu1a9D6g3McKpLjBIyF9xzZWTqhn+PEOiYuFlSWJ6aWSzaQHJFNm0NSO6PuKgCIwTwSUZOY5LtoqReBgEFCSOZih1I4oAvNEYFKSmScE2ipFQBHIiYCSTE50tWxFQBHAzy4pLoqAIqAIjIWAWjJjIanlKAKKAIqAkowKhiKgCGRFQEkmK7xauCKgCCjJqAwoAopAVgT+A+EExFHMEPgiAAAAAElFTkSuQmCC"&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;I get after system restart and Maple launch&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;img 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"&gt;&lt;/p&gt;

&lt;p&gt;followed by&lt;/p&gt;

&lt;p&gt;&lt;img 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"&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;What could be the cause that the update is not downloading and how to fix it?&lt;/span&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&lt;span style="font-size:16px;"&gt;On a Windows 10 installation with&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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" /&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;I get after system restart and Maple launch&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;img 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" /&gt;&lt;/p&gt;

&lt;p&gt;followed by&lt;/p&gt;

&lt;p&gt;&lt;img 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Te3wDIX24aFhtpn3gkws+r4WSnfgw/CvQcx2RQCCCCAAAIIIICA1wU6Ndw7emeV6Fy8XKzPdxxUcFCghibFKy25n6mdD5bNLGTG9e0Bv97WoABHgDc5PtAE+mCrFMfU63fGg3DfGapsEwEEEEAAAQQQQMBbAl0S7q3OXTX185uzj6hPRKiG9Is15Tj110firXDveASa8B8eFqZwc7FtZ4zWO0MT7r112rFfBBBAAAEEEEAAgc4Q6LJw3xmNZ5sIIIAAAggggAACCCBwQ4Bwz9mAAAIIIIAAAggggICPCBDufeRA0g0EEEAAAQQQQAABBAj3nAMIIIAAAggggAACCPiIAOHeRw4k3UAAAQQQQAABBBBAgHDPOYAAAggggAACCCCAgI8IEO595EDSDQQQQAABBBBAAAEECPecAwgggAACCCCAAAII+IgA4d5HDiTdQAABBBBAAAEEEECAcM85gAACCCCAAAIIIICAjwgQ7n3kQNINBBBAAAEEEEAAAQQI95wDCCCAAAIIIIAAAgj4iIBb4f6+++5TQ0ODj3SZbiCAAAIIIIAAAggg4HsC/v7+WrFihVJTUxUaGqrw8HCFhIQoODhYQUFB8jtz5owtKytLCxcuVH19ve8J0CMEEEAAAQQQQAABBHxEICAgQCtXriTc+8jxpBsIIIAAAggggAACvViAcN+LDz5dRwABBBBAAAEEEPAtAcK9bx1PeoMAAggggAACCCDQiwUI97344NN1BBBAAAEEEEAAAd8SINz71vGkNwgggAACCCCAAAK9WMAj4b6oqEjWkwcCCCCAAAIIIIAAAgh0joA1tWVKSooCAwNVV1fnciceCfdHjhzRsWPH7PNoWhvkgQACCCCAAAIIIIAAAp4TqKqqss9bP3v2bPvX6urqzg33+fn5mjJliqKiojzXC7aEAAIIIIAAAggggAACOnr0qAoKCrou3Dt2FhkZ2erHBBwXBBBAAAEEEEAAAQQQaL/AoUOHdO7cua4P9219TND+brAGAggggAACCCCAAAIIWGXwXhm5J9xz8iGAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAAAIIIIAAAggg4FkBwr1nPdkaAggggAACCCCAAAJeEyDce42eHSOAgF3AVi/VlankWr3KqwIUmxCpkKAABXQlT1e2oSv31VWG9ZWqra5UYbEUGhGmqJgwBZp9+3XV/tmPmwI2s1ydKkuuqKzUvOaC+io2KlzxkcFurm8Wc/dYN9RJVSUqKqlScaW/YhITFBkWpLAufWG73y2WRMCXBAj3vnQ06QsCPVGg9qp0eas+WVOqbcei9eif3aG0AX0U3ZV96co2dOW+usqw9KDOHz+k196Xhk8bo7n3j1Vfs++grto/+3FToNYsd1kHP/m9Nq7aqBWJX9VDd03WkhmD3FzfLObusa4oknKX681lx7QsJ1T3/dWfadaYARrbpS9s97vFkgj4kgDh3peOJn3p3QKV51VyIVebVh/Q2eJyXWumYcWsWA3LzNTo2ycoNULdZwSt5op0abV+++EVrT0QpyU/nKcxQ+JMa7vw0ZVtcN5XdpiW/GWq6ipCVXIpTJNmpirBjHqHdWHXPbKr4p06c2iXXn5TGnf3ZD38zBT1MxtuczzYjACr/IT2Ha7Uqc7ou2P7WTnavfukzIcKsqJt41uODr4WPN1m6zVbmK9Ne6R+Q5M1asIAmZdmp31qVV95xZB/qmXrjmj1kQalznxQ8yana0aa49VWrLKSQmVvKlefwYka4qI9lSdW6vi+zfrX3ZmaOmOwFk0J0LHl23SqqFQFjpOp/xjFD07T4qQLOrJjp1bvyteJwfdp3qxxeuj2zu2jR85nNoJADxcg3PfwA0jzEbguYAWsPZ/p5b/7VIdNuK/qE2YPCY2lEaHmOVhTH39MC750v+4ww6p9usuwalcG69ZOl65sg/O+9gRoybcjdfJYgI5461MLT7yEOhLuO9vcsf3//FRv/2anriVEyGaVe9nMiV8fp1F3P6g7Fj+gBeNi1D8ysO03Ig4jT7fZ3VFwTxwj1aiy8IROLP0XvVOYqv2J9+oXj6RreEK4qYyrNZVxhbpSmqtjx09o+Vu1GjMvU/NcvEkr2v5b5exaqz9Eflt3jpVmhezX23/7kXblF+lckFX2U6/KpGlKmrhQ/+fr0zW6IVvn9m3QXyy1afyc2Xr6qTuVav4chfl7pFNsBAEEXAgQ7jktEPAVAStgHdyul1+9qoGTRmr2A86lEVbED1ZEbKyi42JksowCuktBtKcDU0eOZ1e2wXlf+/toyUt3KDkuWsHeut6gI14t1+nO4f69PK3cEaAHTLnXMKvcq9Z8pnV5l75YWap9J/tq0U8Xa2JqvNwqTPH0eeJu/bonjpHyVHhsjz74i6W6OH6OEp5+So+ZlJ1gUnbt1fOmMu41/f6zHfr9zgqVhM3X01+dr2ddhPvTq3+rIzs36NjMlzQp7JRSy/bp7fwZGtgvRpMHNZX9fL5Txw4WKnnJn2vSMH8lFu7Q0n/5NxWmPqTEe78r855C5j0FDwQQ6CQBwn0nwbJZBLpcwJ2A5VQGEFh/ypTmnNeB0ylKGROnoSPCdNSUB4Q7/3zyWE2clqxEUz5xuFl5Q39Fx6dp2uKJSokolV9TaUGzbVrrzkhTov1thdOjZfmQo9ThXJJKQibrB6YsZ0K/Kvk1KzGyPnlI0ZgZTu1xLucIKVb1hbOmJOmaosYMVeqMoWa/5Srad0YXTxUoYlKUzl8I0KWT5UqOOqD8onKdbKoh6D9mhtLGjNZErdayPzmVBrXVhqZ+1Z/fpwu5u7X6QLGKy61g46Lko6ZFuZRzfwPH6AemLEdWWc4FadIk6YL5eqa1dk6coYkGNLK+lRKsqGGKHTxa80x5T5JzeU9r5R/OP0+SkpLqtWfPNdVfy1dAbYFOm1qWKtOt0Oh4pUxbrLEp8UqLbiqncT4frO2UXNWmU+O08LHZeubR4Yo4sUl7c85q90lHgViUeXM5WOPmzVR6UohiK0/qxKev6d3P87X2RGNJUuqkGUofMV4z+xfozP6jTuU0zuvGaIA7dUutBfF6c41H+TZ98MpBffFZne58+2uaNLK/Ul2W8bjR5nHp6td/iFQYrPig0zdeU5NTNWJshMo3rda1qDHyT206dsGm9KUoX9nLj6qhf7gChsUr/7A0ZKDlL+MvhdhfgyfNa9M0tcoNf+vlFWQKemLHKTMzXbe7Ku8xfx9Om3KaH/3svAbNvUsLn12o8WaVSPPxXn1liSnX2aSs3du1ds+568fxa83CfY3ZyUXtfPsz7Vl7TFH/+7saH1+llMoCZZtXT/+4SKXFmnNDJ7Xx1XXavjJPST/+rjJG9VXK1cPa/9bfa0vQHBWNfVbfnRahgX24srbL/41gh71GgHDfaw41HfV5gbZG7v3MP6TBMabS+IiuncvWT83ofkjQESXGX9KWA1M0dUGCJk0N0FLz8z7OP3/ybt3/ZKr6HfhEqz7YruWrj6s0RKquTlJM/wla8KNndPfAi4o7vdv+iUFws3UX6qElJqwZ+MZBugbzrFLZyc3K3fK5XvtNto5fKVN5oJktp75cV0OnKHbUPfrJD2cpvf6QCp2WKfMPNYsM1eRnTBnF127XnPqtWvl+oQkikXrmH+7VyPAjKtu5Xq/8c7HiF83VrO/M0W2h55XzznbtW3tIKUv6aUdWjbJXFyhjdLZOF5Tp4HEzm0d1ieKnf1PjFzyl59K2av3aq1p/IMbU/c/SkLba8OwCzYkJlf+RFTq0cal+vuKs8i6bFNZgPhKpjlba/U/ojicfMSOjpvzgwtbW+5s2VT9ZIh0ygc4KdUvM93uyyrWhtXYu+paemx6o2MvbdKJVw3uN4TxNcr5uobU3fs4/N28sJmVU6c1Xz6qh4rSiIy7o8HkTLsvKFBLVTwPue1kPzR2pe4ZfU5U5H5Y7nQ91NjNbjl+ECqPu1Ve+tkDffCBZgWYkeOln2frj9ouNL73aCEXGp2vi898zddrxyrAd0dZXf6w/bjyjNWetWZIiNHjmI5owY66eiMzW3o3b9ckXB3XJrFpTH63ofiN129ef0/zbUjVtsBuz8bQW7htKzWm4Q8t/maP1JtzPee1pTRgRq4Fll1RyYK1WfLKplf0maEzAMWWZNi91bnOmqS8fkq7CrbVKiTt24zX15HTdfU+Uiv7t75UTvVCVU7+j528LVXLoURPms/TrF7crbEKM4mcO0bql0vTbLf86439VEfbX0XHz2pSuFhv/6EQNePhnenTOcN2bUqIy47+sDf9vuRhxr8/9kw7vXKcX1qVr9vypev7xCTdf9NzWAIHD7VdHtWFNg+b+6gmNT+9nPvFwmoGnuEAlNee0d9l5ndrvp4yXF2uUefPSv/isLq/7mf5wcaT2RC7SP9w7QEP7mj8kPBBAoFMECPedwspGEfCCQFs196GmyN5c0Pb43HBNTz6n/zB1+Q2j52nUQ0/rzoERGhKeq6tnt+hfzM9rnX+eXKq6q4e06qVf61TfmQq48yktNGk96OTnOpqzV78JekgPja3XfeGH7LX+1c3W7aOY+Eh7tX9jeW2FeeZq82vvat37u1W44PuaNMFcB9C/cbacjzeYUeNzffXCD1NUsmqVsp2WyYwuMIv8Tn8qT9fxxDv0yqIyHf7tSW3+tEp3mHCWUrVB9ds+1LIDfVU+8n6lzJypJ9JztO+Dk9q19qLmLAnUtlVZWvdpvlK++X1NGz9YGRGNs3n87mCMtpQN04+fLNP+HfXaeSDUhPsUFbfVhv7z9cridPOphR8xdwEAABq9SURBVKljLivWxZIa1dabkFNx2Wxzpd4tGKhdoRNMTbMZ6/xweev9PRWhF0yg3+sc7ldt15rW2lkzWj/+83hdW7FCu1s1HGQM52lsR8L9mDK9+Xd7FDFlmjKemq+JkWZk98JmncneqX9cMUCTH0/XwgVBOmzOh/NO50PfOjNbzskjeu3jPrpt4VQ9/qWJ6mtquK+VVphPNMybKOuRt11nTx3VP1+epQfvGKXnpwSr7MgyvfNJodbk9LHPkjRyeIACiwq05Sd75ZdpPvV5JENDzaqhpUd18exJvbcpXpPmZGjRYjdm42kt3FeYtwu57+kXH5dp2fGB+hvz5jBzqDk3T+Ro+Us7VTcxtZX9jtfC+QkKNW1+z7nNCZdVfWKnXvvpKjWMnX/jNZUcqaigYtVteV3/eTxJ6/xm6ldPpCu9erty92/Vd9YM1JwxNt2XVqVfvCVNzDThfsxl4+94bT5lXptmMP6S8T+SrX/cP9G8WRiohyeWabPxP9OG/xMuwn3p3neVs3ONfnntKd09dZy+Oj3x5ulK2wr3DrdN/vpTwQi98vxtGpVsysnslyk3zcCz9FOtODtOI++ZowWP36EJyWZAISRQQdcuqG7vG/rXg331adVteu3p0RqRaF06zAMBBDpDgHDfGapsEwFvCFj/MJsL117+2QFVx/TRQOeP5h0f2Q+7qv46pn81y8RPv093fvVxmX/j1af8xrqxzj+vP6hzh7fp3/9+m8Kn3qMpTcsH5600ZTpf6O+XDdDUO0J0Z0aF3jDbTHRet+VUKY5yiDe2arWZ9nLSD17UtAmDNC7CabacbHOB6V9G6sjnR7TLaZnRQQUq3/+W3lhZqzV5KfrBjyaoer0pM2gqD0i4kKXQ7BU63j9ZR+szZQsZru9OP6GsLZXatqte33jCBKI1x7RmS63mmP3OsPYbWmgqCD7Qq38q158Oh+sHJmTvt0K2W20YbtqwQBMSW5QP1ZSZNJ+tzeUjdTF+il79hnRs5SFtaq2/jtF653C/3rxpaa2dR6NMGU+kjrfwaWboasYhd0fux1frzZ+ZN0CmbGO+o2yj1Djv2qAfvXRU8fMGaeS9Sdr1T9uUNP3G+WA/f5xny/nSWPVrWcpVfFxFl69oefU8Pb14pl6838yaYmZJ+r3zLEn9zqv8wCb9+wurdTExThGOsi57+dAVM6vMEM15ZoGeemGWhpnXWJvVOY5w//YuLV15QUNN2U+MVapkM2/Cas1FnzGpihw6TovNzweGnNBld/b77FgNM21+37nN0SdU2vS6a/basc5/qw0XP9Pb71/R5/vi9G1zzgwo/Fjnd3yu/9C3NX94peaEn2icZcj65GR8ufE/oH7Or6OijTqevUUvvhulKTMjNXdyrd4zr8cYp9fjTf4uwn3xzt/qkLkQ9k0t0d2Tx+iZKS7mo2oj3NdcOW268iO9f2WC9sU9qh8tSDSfVFidNJ+8mRK48/uylLt7rw4Uh6muNkwxsYlKNSVYaUmmjEpNr7V1DVqZZ95If3eaRg3s0/NmhfLG33X2iUAHBAj3HUBjFQS6pYA7NffuhDznqQzbWn7XFr380gUlz43UiPvj9YkJKFPbmgaxtZHUZrPHNJWmWGHXOaQ6lvn3XK3cEKT7TZ10Yt5q1e5ar9Nz/peCj55U3IksRT00SLsORys/R3p+YZG25ydqR15f/WDOaW3YXNV8qs3W9uscuFtrw3p/3f/moxoRmqfarPX6ze936FhhqUr9nUqMnEtuXG3HCoiuwn1rfbeW323Tkq/XKWuvv3bmJNwYob/VhZ7uHHcrXJrnm+Y4Tmp2HE+o4MgOvf21T1Q7MV7Bc0dp5zIzS8o9TlNeOm/fTKGyaPEA+ees1ecfbdOKtYd1xVSF1TY0L9351hOm3MsE5fdaBuVWZ3yyJkifogVLWpZ7tfJqdDVbjn+NGmxhKgxZoKe/uVDPfWOqCZ6mxr3Nmaac9vuV0Uo3bf6gZZtbnQa08dOqL36xSdv+dF5DX/mGQo8uU9W2NTo191eaNuiqUkubphBtzd/ZdkK9MjIa9OpbgZoyd4quj9C78dr/n4X7el27cFh733hBB/s+oKrbXpQZfNfNg++O/n6sjcuOK+pv/kHTM4dqapT5ROv8p/p/fyozU3Am6ns/mKPRg83F/d3yDymNQqDnCxDue/4xpAcINAq48Q98q8u4E/5ahn4vh/vUktVq2PeZ1qU8pmt7ahWXV6yZL45VwbbTyjN19iMX1el4xExdapioZ1M2as2aEs+F+7WVuv9fhuvizlM6tq5I/b9k1R8nakSYU4mRc8mNp8J9Vq2WPHRJqw5H6Iuzw27U1nencD8lTFMzarT8n7erfsRkpSy8S5NNVVhUZfPSnSdaC/etzvhkFXdFmAu5W5Z73SLcO8+WE5mnspwDeu1X1Rr51N1a9OI8mYyqiDZnmnLab3SNQk24f8ftcN94ncnh5b/S3g0fm0D/PVV9UaDQfQUm6D+vjP7nFX6sHeE+tURjRpXr75b10133TNP12no3Xvv/s3BfquKzOVr3s1/q4sh5ilz0DZmyed1cNu/o7y+1Z/1nOjbnNU2fMELzEsx1Fznv6JUdofr48li9+myGRiVFddp8/vyTgEBvFyDc9/YzgP77joAb/8C3O9ybQOZWWc4UP71hRnwz2xq5v16WY2YpWVer2T/+ujJH9VdKfVPJzed15sLKRJdlJ83LchpLYtLrs1R2cLWWHo3Q6csp6hOTrm98PVW2vVk69cUGFZjwUTLsHkUOvk2PRK7WqpUtbpLV2si9O2U5J+P1g2/5af8G8+nA9kDdb/pyW6t9Oa+9rfX3tNmOoxzoVp8Y2EfuzScbz9q0c32Rtm4P0kNmv7eb/aYG3OJGYPaSrSxTsnVNaYuma1FTWYvMDYkO7zDlVZ8ka+pUU17lauTeeZaVmYkaN6OvNvzTUVO6M1vTm0p3Ak632I6L8p5myyycrq85wv3b5/T5zgg99cojmph8UQ0uysD63FTi5Zix54qOn/HXCDNrU7K5vqNZoYmrNzzWDEhncrTpnU3aV5OgiuET9aBZNz3itMrd2e/1Uh+nNvc9rdpb3MCr+MAfdTTrA713KEKXCtPUL36innhxukZE5qrUsa47I/eTbMowtv9pZrwZ5jzjjSmdutVNxCoPfmAuqDXH+uhszZmdqWcXpt58w6zW/oZUmk9vju/TW/+6W1FTZ2jSk40z7QRcNBfYFxaooP9EJURHmlmMHDPq/Le5xmWnyp95RdMz0jQ94pyZoOjf9cbJQdroP0evPDJMaQnuTHnkO3+e6QkCXSlAuO9KbfaFQGcKuDPPvU6ouOBY4wV8c1spq2gW0PNUZMpdlpsL+E60dUFtbIEbdydtuqD2159r07Jc1X7lyxo9or9G+heoLPt3endvtHbWjDOj0SmqcONi1tTgoyrIWae3f7lNuYl3qs/dj+ivZvZVn1NrdXzLZ/rDyUBFTJ5vpljM1My61frkEzfDvTsX1MZP1SszipS9+bzW7jJ1/F++Q0P691F4mYu+rNipg631t3z4zbPltFWW42hbi22Odf7E4JyLC2rNzZLy9+/Qqz/OUdC0sRr11FT7LEameF+52dv0872TNH92pO5pmq1lqPN9EvJ2KS83Rz/PHa7Zc5O0aHSNNr+4TEVpGYpYNN9+Q7SgM07buSvBzIbjrz+8ma/kscM1ZX7jxa+1zvtafKe+9aSZQtJcSP3J67u1am2Jxv/NYo0bHaq4omPmgtrXdbbfrOsXcPe1pltyzPgUG6m48EoFmhH03zmVad1mTWfp/Ppq9YLaxgupX3v3hN7fHagF31+sOyaEKLHkiNb87a91Ov7GheM37ddcQB1o2vyhc5sHlCok/6Ree8dfk+ZPcX133tJ9ysterZ//9e+Ul/qABj32vP1cHWTLvhHK3Qn3d/fXrDsCtM34X3by79PyUxFXdwjO+0K55tqJ77wTqsx7ZunrX52uwWZyp1Bzv4vrN7E6t1OH9u3Va+9Lw6eO1YJHJmlQ32TFXtulwtws/fT9WGXMmaRHmmbaqdy7SmcOZOmL+HnmzVWcxkY3vsZ3/TFXOVn1Gv43f6Yp4xKVVnNCZz/6iT6tyNSx5CdNmVxfDY7tLnfR68w/ymwbAe8IEO69485eEfC8gDt3qF2QopEZZuYOa+q91mqmm4X7GnPnygtmisBP9GFbU2Ge2edGuG+aCnPvZzqw9mP96LNTKiipUkx0qAaMGqry0iEKDxlh6shnmdH8NqbCbJqGMsbvuAoOb9fbL6xU+e0LzHSXT+tBk1Ziz35mRknX6ntr+mmyuaDv6w+na/BlM8K/zN1w78ZUmEvmak5knc6tflPrl72lj00JTrG5CVV4hIu+XNmhc6311z/x5tly2gz3TW1rsc0w51r/US6mwjRzuFeYUdYjy17V0m3H9OnxclkTEfYbkqToxBRdPD1Y984N1e1Ns7Ucd77Dce1AxfbP0NyXHtXscf01RkUqW/dbvfnZPv121wVFmHr6xBSn7Tw8WffcFa7jb/2t1mRf0LYLjXdKTnDe12Mz9MSXJ6lfXZlyP/61mU3ov/Th+RiFZjyqSTPmmKkwt2r7mt3Xp16tsypjHDM+PTZLX1owQH1NuP9DR8J9g5m9p6pEJzd/qC2fr9RvsmOUfu8i3fPgZI3O/0RrP74x5etN+100Sn1Nm486t3nEWNP/0SrcHa4Fi293He7rL5o3ydn66Cf/paIx8xX/8Fft52p85a52hvsJeuD+RAUb//928g9oeT2Dq3Bfc9hci7Jdv/7zzQq+c4EmPf+4zPsLxZiMff0mViu36Z31Z1Ro7m8QGmmm7RwxRtO++rJmBO8y3uv0H8WP6s7bx+rpppl2GnJXmWlel+nF944p/3KFmZvfeo1Xa2Dmk8q4+6t6dGaCBsdVqvp8tjb9/K91oO+Dqpv1l3o2I1BJUd3lLnqe/1PMFhHwtgDh3ttHgP0j4CmBljeHarbdppsrjU1SsuOmOWnJGuWYUae1mxxZ23B5cx/XN7HqN9Rpm631y5o15fRBLd92WkWlVQoKDVVsSoqC6uMUFRxnv5lRgv2mVLnmplQHdNYEzWv2CTWbbmJ1/cZYTjcDGpKmuNsnKNWUCoSVmu3nn9JyM7PMkLTBun1srCLMzC0HnW96Zc2a4uiX9XOnG0hduNR4QyV32lB+fLNOH9ws0xWZrrjuiy1f5a31N8Dsq+nGVdbNq65/72hDy3Y6ft5im3KepSdxrl41s5GMazEbyfUbFTndWCqqv3Uck2XusmRuLHXR3I+gcSalumazLTkda6v0xbGv7OPafKjxTmDNtjN6sFJTzTSX2ct14HiRmha5aRnHuVfqZGgbkKnBLm9iZXbifJMmxzHNaqMsx/n4Ons2nZeV9huQ7Tc3IDPTTY4cr9GT083I/wkzup3jdPOsFvtter00a3PCIEU33cQqfdTAG68p5/O/+IDyDu3UK2/kmhmlZmt2U1lLpHWDs6YbwPWz30Ss8X4HSc6vo5avzVHRijAzMm1z8lfLmYgeGXtzyY2KdTXvkLa88oa2RWXq2rSH9KIJ6YNMzZOrc8NqvuPmZXFn3lOlmeJ1RdKPNTtjlB4Z21RS0+K17Oiy/cZwjhuulVt932r6bi54z7xH0x5qmqGrZamVp/4Osh0EEBDhnpMAAQQQ6GECNWVFqrhapMvl1iw0pvEVpuY+d7X+WDhAe8Km2OfgT41vvHWY2w93rtlwe2Ms6CxQc3i5mTp2jV7cPlGz5k3VcyZ8W6VKHSlMaairNh885KukrMb+htL+sEqnTh/Tz69O0/1Tx+j5GYNcHoDaq/nmfhGv6r/2B2ld+Xh9/9FpmmTe7MdHtpa0nS8IbprhZ3y67nK9+eb7bPqEpOjAGu3ZuUv/nDNac+bfpm+6c48CTh8EEPgfCRDu/0d8rIwAAgh0vUDe5je1a+Wb+u+dUoG54aoaTJCvHq7Mp+/T3G+YkiFz99yYwMZbh7n9INy7TdXeBfO++IX2b/1Eawb+TDPMHPMPmJFvU+6ujhSmVBSdNJcM/FDLNp/UZ0eaWmKVTiVN0twfPqm7xg5URith3VZfYcrsjmjjB0u18rM9yh7xnJ40gXtJK28GHDeea5zKs2mGn1Hm0zl3Rt0rGq9tePOPe/UHc6+Jic++oIW3p2mWO3cXbi8wyyOAQDMBwj0nBAIIINDDBIpblAOZAgrTg5ZlS+3sVFulWe3cFIs3F7COV8HZI7qQtFiD+8crzcX9o9w1sz61uWhKnrKdSp5kbk0XHZ+maWbmn5SWswY127DTDadyjulAlLkT8cgUzWi1QY2z3xzfXKCzR6qVZLbfv83tO+3sevnWRe09H6xx5vqXdOuGVkyS4+6hZjkEOixAuO8wHSsigAACCCCAAAIIINC9BAj33et40BoEEEAAAQQQQAABBDosQLjvMB0rIoAAAggggAACCCDQvQQI993reNAaBBBAAAEEEEAAAQQ6LEC47zAdKyKAAAIIIIAAAggg0L0ECPfd63jQGgQQQAABBBBAAAEEOixAuO8wHSsigAACCCCAAAIIINC9BAj33et40BoEEEAAAQQQQAABBDosQLjvMB0rIoAAAggggAACCCDQvQQI993reNAaBBBAAAEEEEAAAQQ6LEC47zAdKyKAAAIIIIAAAggg0L0ECPfd63jQGgQQQAABBBBAAAEEOixAuO8wHSsigAACCCCAAAIIINC9BAj33et40BoEEEAAAQQQQAABBDos0KPCfV1dna5cuSLrKw8EEEAAAQQQQAABBHxVIDAwUHFxcbK+tufRo8J9ZWWlTp48qdraWgUEBLSnnyyLAAIIIIAAAggggECPEKivr1dQUJCGDRumsLCwdrW5R4b70NBQ+zsZHggggAACCCCAAAII+JqAValSVVXVe8J9ZGSkEhISfO040h8EEEAAAQQQQAABBFRYWKiysjLCPecCAggggAACCCCAAAI9XYBw39OPIO1HAAEEEEAAAQQQQKBJgHDPqYAAAggggAACCCCAgI8IEO595EDSDQQQQAABBBBAAAEECPecAwgggAACCCCAAAII+IgA4d5HDiTdQAABBBBAAAEEEECAcM85gAACCCCAAAIIIICAjwgQ7n3kQNINBBBAAAEEEEAAAQQI95wDCCCAAAIIIIAAAgj4iADh3kcOJN1AAAEEEEAAAQQQQIBwzzmAAAIIIIAAAggggICPCBDufeRA0g0EEEAAAQQQQAABBAj3nAMIIIAAAggggAACCPiIAOHeRw4k3UAAAQQQQAABBBBAgHDPOYAAAggggAACCCCAgI8IEO595EDSDQQQQAABBBBAAAEECPecAwgggAACCCCAAAII+IgA4d5HDiTdQAABBBBAAAEEEECAcM85gAACCCCAAAIIIICAjwgQ7n3kQNINBBBAAAEEEEAAAQQI95wDCCCAAAIIIIAAAgj4iADh3kcOJN1AAAEEEEAAAQQQQIBwzzmAAAIIIIAAAggggICPCBDufeRA0g0EEEAAAQQQQAABBAj3nAMIIIAAAggggAACCPiIAOHeRw4k3UAAAQQQQAABBBBAoNeFez8/P0VERHDkEUAAAQQQQAABBBDwOYHy8nLZbDYNGzZMYWFh7erfkSNHVFBQoNmzZys0NFTV1dUu1w8ICNDKlSuVmppqXy48PFwhISEKDg5WUFCQ/M6cOWPLysrSwoULVV9f73Ij7u6stR5YjcvLy2u1ke3qOQsjgAACCCCAAAIIINBNBaygPWjQIHvgbs/D3bzdLcK99Q6mpqZGDQ0N7ekjyyKAAAIIIIAAAggg0KME/P397aPoVsVKex49Kty3p2MsiwACCCCAAAIIIIBAbxMg3Pe2I05/EUAAAQQQQAABBHxWgHDvs4eWjiGAAAIIIIAAAgj0NgHCfW874vQXAQQQQAABBBBAwGcFCPc+e2jpGAIIIIAAAggggEBvEyDc97YjTn8RQAABBBBAAAEEfFaAcO+zh5aOIYAAAggggAACCPQ2AcJ9bzvi9BcBBBBAAAEEEEDAZwUI9z57aOkYAggggAACCCCAQG8TINz3tiNOfxFAAAEEEEAAAQR8VoBw77OHlo4hgAACCCCAAAII9DYBwn1vO+L0FwEEEEAAAQQQQMBnBbo83J8+fVopKSkKDAxUXV2dz8LSMQQQQAABBBBAAAEEulqgqKjInrFnz56t0NBQVVdXu2xCQECAVq5cqdTUVPty4eHhCgkJUXBwsIKCguR35swZW1ZWlhYuXKj6+nqXG7GCvfXkgQACCCCAAAIIIIAAAp0jEBUVpSlTpthDujvhPiwsTNazWbg/e/asbfv27W2Ge6v5Nputc3rBVhFAAAEEEEAAAQQQQEDWqLw1El9bW3vLcJ+WlmYfuXcO99bovZ874d4qxbF2xgMBBBBAAAEEEEAAAQQ6V8CqpmmtDN5RlmOFe+eRe2u03x7u8/LybNu2bbvlyH3ndoGtI4AAAggggAACCCCAwK0EHOF++PDhN43c22vuz507Z9u6dSvh/laS/B4BBBBAAAEEEEAAAS8LOMJ9enp6s3B/feQ+Pz/ftmXLFsK9lw8Uu0cAAQQQQAABBBBA4FYCjnA/YsQIe7i3ns0uqD1//rxt8+bNhPtbSfJ7BBBAAAEEEEAAAQS8LOAI9yNHjmwW7q2Re3tZzoULF2ybNm0i3Hv5QLF7BBBAAAEEEEAAAQRuJeAc7q0Lah0j99fDfUFBgW3jxo2E+1tJ8nsEEEAAAQQQQAABBLws4Aj3o0aNss+Wc1O4v3jxom3Dhg2677771NDQ4OXmsnsEEEAAAQQQQAABBBBoTcDf318rVqzQmDFjrpflWFNgWk9r+nq/wsJC27p16xBEAAEEEEAAAQQQQACBHiIwYcIE+4W0zhfTXg/31kT5NTU19jthWXfEsibNt35mPR2j+dyhtoccaZqJAAIIIIAAAggg0KMF/Pz87O23vjo/rVF7qyzHCvHW0xqtd4R76//tF9ReuXLFZoV562kFfMf3jmDvCPUtv/ZoMRqPAAIIIIAAAggggEA3E3AO9Y6mtQz4Vri3no4LaB1fHYHf7+rVqzbHKL0V7h3fW1+tQE+o72ZHneYggAACCCCAAAII+LRAy5DvavTeMYJvhXvH99bX/w9gQv3NoLmtIAAAAABJRU5ErkJggg==" /&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;What could be the cause that the update is not downloading and how to fix it?&lt;/span&gt;&lt;/p&gt;
</description>
      <guid>238872</guid>
      <pubDate>Sun, 25 Aug 2024 09:25:57 Z</pubDate>
      <itunes:author>C_R</itunes:author>
      <author>C_R</author>
    </item>
    <item>
      <title>How to control unwinder roller feedback from dancer and roll radius </title>
      <link>http://www.mapleprimes.com/questions/238856-How-To-Control-Unwinder-Roller-Feedback?ref=Feed:MaplePrimes:Version MapleSim 2024</link>
      <itunes:summary>&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img 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"&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;HI, I saw an example in Maplesim where the speed of the Unwinder roller is modeled as a feedback control from the dancer&amp;#39;s position, the radius of the Unwinder roller, to maintain a constant speed of the web.&lt;/p&gt;

&lt;p&gt;I was wondering how the Unwinder roller radius (m) was divided by the target constant web speed (Lamp signal (m/s)) and added from the dancer&amp;#39;s angle to achieve feedback control of the Unwinder roller.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img 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" /&gt;&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;HI, I saw an example in Maplesim where the speed of the Unwinder roller is modeled as a feedback control from the dancer&amp;#39;s position, the radius of the Unwinder roller, to maintain a constant speed of the web.&lt;/p&gt;

&lt;p&gt;I was wondering how the Unwinder roller radius (m) was divided by the target constant web speed (Lamp signal (m/s)) and added from the dancer&amp;#39;s angle to achieve feedback control of the Unwinder roller.&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;/p&gt;
</description>
      <guid>238856</guid>
      <pubDate>Fri, 23 Aug 2024 00:37:07 Z</pubDate>
      <itunes:author>LeeSungMin</itunes:author>
      <author>LeeSungMin</author>
    </item>
    <item>
      <title>Updates to Maple 2024 and MapleSim 2024</title>
      <link>http://www.mapleprimes.com/maplesoftblog/226263-Updates-To-Maple-2024-And-MapleSim-2024?ref=Feed:MaplePrimes:Version MapleSim 2024</link>
      <itunes:summary>&lt;p&gt;We have just released an update to Maple. Maple 2024.1 includes improvements to the math engine, PDF export, the Physics package, command completion, and more. As always, we recommend that all Maple 2024 users install this update. In particular, please note that this update includes fixes to &lt;a href="https://www.mapleprimes.com/questions/238308-ODEsODESteps-Gives-Error-On-First"&gt;ODESteps&lt;/a&gt; and &lt;a href="https://www.mapleprimes.com/questions/238120-How-To-Sovle-This-Diffenential-Equation"&gt;simplifying integrals&lt;/a&gt;, as reported on Maple Primes. Thanks for helping us, and other users, by letting us know!&lt;/p&gt;

&lt;p&gt;At the same time, we have also released an update to MapleSim. MapleSim 2024.1.1 includes improvements to FMU import/export, plotting, co-simulation, and more, as well as enhancements to the Web Handling Library.&lt;/p&gt;

&lt;p&gt;These updates are available through Tools&amp;gt;Check for Updates in Maple or MapleSim, and are also available from the &lt;a href="https://www.maplesoft.com/support/downloads/index.aspx"&gt;Download Product Updates&lt;/a&gt; section of our web site, where you can find more details.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;We have just released an update to Maple. Maple 2024.1 includes improvements to the math engine, PDF export, the Physics package, command completion, and more. As always, we recommend that all Maple 2024 users install this update. In particular, please note that this update includes fixes to &lt;a href="https://www.mapleprimes.com/questions/238308-ODEsODESteps-Gives-Error-On-First"&gt;ODESteps&lt;/a&gt; and &lt;a href="https://www.mapleprimes.com/questions/238120-How-To-Sovle-This-Diffenential-Equation"&gt;simplifying integrals&lt;/a&gt;, as reported on Maple Primes. Thanks for helping us, and other users, by letting us know!&lt;/p&gt;

&lt;p&gt;At the same time, we have also released an update to MapleSim. MapleSim 2024.1.1 includes improvements to FMU import/export, plotting, co-simulation, and more, as well as enhancements to the Web Handling Library.&lt;/p&gt;

&lt;p&gt;These updates are available through Tools&amp;gt;Check for Updates in Maple or MapleSim, and are also available from the &lt;a href="https://www.maplesoft.com/support/downloads/index.aspx"&gt;Download Product Updates&lt;/a&gt; section of our web site, where you can find more details.&lt;/p&gt;
</description>
      <guid>226263</guid>
      <pubDate>Wed, 03 Jul 2024 18:08:04 Z</pubDate>
      <itunes:author>TechnicalSupport</itunes:author>
      <author>TechnicalSupport</author>
    </item>
    <item>
      <title>MapleSim &amp; Modelica_LinearSystems2: Do both work together?  </title>
      <link>http://www.mapleprimes.com/questions/238475-MapleSim--ModelicaLinearSystems2?ref=Feed:MaplePrimes:Version MapleSim 2024</link>
      <itunes:summary>&lt;p&gt;&lt;span style="font-size:16px;"&gt;On the corresponding Modelica &lt;a href="https://github.com/modelica/Modelica_LinearSystems2/tree/v3.0.0-beta.1"&gt;page &lt;/a&gt;I find&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;&lt;img height="130" src="data:image/png;base64,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" width="495"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;Since MapleSim 2024 now has been upgraded to Modelica 4.0 (which I appreciate very much by the way - Thank you), I was wondering if I could give this libraray a try?&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;I am looking for simple ways to set up digital controllers in the context of developement of code for micro-controllers. From the github page:&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;Furthermore, in sublibrary Controller about 20 input/output blocks of linear systems are provided that are based on the different representation forms, e.g., PID, StateSpace, Filter blocks. A unique feature of these blocks is that it is very convenient to quickly switch between a continuous and a discrete block representation. Also, templates are provide to quickly built-up standard controller structures.&lt;span style="font-size:16px;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&lt;span style="font-size:16px;"&gt;On the corresponding Modelica &lt;a href="https://github.com/modelica/Modelica_LinearSystems2/tree/v3.0.0-beta.1"&gt;page &lt;/a&gt;I find&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;&lt;img height="130" src="data:image/png;base64,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" width="495"&gt;&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;Since MapleSim 2024 now has been upgraded to Modelica 4.0 (which I appreciate very much by the way - Thank you), I was wondering if I could give this libraray a try?&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;&lt;span style="font-size:16px;"&gt;I am looking for simple ways to set up digital controllers in the context of developement of code for micro-controllers. From the github page:&lt;/span&gt;&lt;/p&gt;

&lt;p&gt;Furthermore, in sublibrary Controller about 20 input/output blocks of linear systems are provided that are based on the different representation forms, e.g., PID, StateSpace, Filter blocks. A unique feature of these blocks is that it is very convenient to quickly switch between a continuous and a discrete block representation. Also, templates are provide to quickly built-up standard controller structures.&lt;span style="font-size:16px;"&gt;&amp;nbsp; &lt;/span&gt;&lt;/p&gt;
</description>
      <guid>238475</guid>
      <pubDate>Tue, 11 Jun 2024 11:08:58 Z</pubDate>
      <itunes:author>C_R</itunes:author>
      <author>C_R</author>
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