view m-toolbox/html_help/help/ug/constructor_examples_smodel_content.html @ 20:d58813ab1b92
database-connection-manager
Update ltpda_uo.submit
author
Daniele Nicolodi <nicolodi@science.unitn.it>
date
Mon, 05 Dec 2011 16:20:06 +0100 (2011-12-05)
parents
f0afece42f48
children
line source
+ − <!-- $Id: constructor_examples_smodel_content.html,v 1.1 2009/09/30 21:39:43 ingo Exp $ -->
+ −
+ − <!-- -------------------------------------------------- -->
+ − <!-- --------------- BEGIN CONTENT FILE --------------- -->
+ − <!-- -------------------------------------------------- -->
+ −
+ −
+ − <!-- --------------- Link box: begin --------------- -->
+ − <table border="0" summary="Simple list" class="simplelist_nottable_last">
+ − <tr>
+ − <td>
+ − <a href="constructor_examples_general.html#copy">Copy a symbolic model object</a>
+ − </td>
+ − </tr>
+ − <tr>
+ − <td>
+ − <a href="constructor_examples_general.html#empty">Construct an empty symbolic model object</a>
+ − </td>
+ − </tr>
+ − <tr>
+ − <td>
+ − <a href="constructor_examples_general.html#zero">Construct an empty symbolic model object with the size zero</a>
+ − </td>
+ − </tr>
+ − <tr>
+ − <td>
+ − <a href="constructor_examples_general.html#file">Construct a symbolic model object by loading the object from a file</a>
+ − </td>
+ − </tr>
+ − <tr>
+ − <td>
+ − <a href="#simple">Construct a simple example</a>
+ − </td>
+ − </tr>
+ − <tr>
+ − <td>
+ − <a href="matlab:web(smodel.getInfo('smodel').tohtml, '-helpbrowser')">Construct an LTPDA object from a parameter list object (PLIST)</a>
+ − </td>
+ − </tr>
+ − </table>
+ −
+ − <!-- --------------- NEXT EXAMPLE --------------- -->
+ −
+ − <hr>
+ − <h2 class="title"><a name="simple"></a>A simple example</h2>
+ − <p>The following example shows you how to create a symbolic model.</p>
+ − <div class="fragment"><pre class="programlisting">
+ − >> s = smodel(<span class="string">'a.*x.^2+b.*x+c'</span>);
+ − </pre></div>
+ − <p>You define with the command above the symbolic model. Please take care that each symbolic can represent a vector/matrix of numbers.
+ − This mean that you should use the array operators like '.*' or '.+' or ... and not the matrix operators like '*' or '^' or ....</p>
+ − <p>Now, it is necessary to define the parameters with their default values</p>
+ − <div class="fragment"><pre class="programlisting">
+ − >> s.setParams({<span class="string">'a'</span>, <span class="string">'b'</span>, <span class="string">'c'</span>}, {1 2 3})
+ − ---- symbolic model 1 ----
+ − name: None
+ − expr: a.*x.^2+b.*x+c
+ − params: {'a', 'b', 'c'}
+ − values: {1, 2, 3}
+ − xvar:
+ − xvals: []
+ − xunits: []
+ − yunits: []
+ − description:
+ − UUID: 7a084750-89c2-47f0-8c6b-65e9079bf6b3
+ − --------------------------
+ − </pre></div>
+ − <p>Finally it is necessary to set the 'x' variable and the values.</p>
+ − <div class="fragment"><pre class="programlisting">
+ − >> s.setXvar(<span class="string">'x'</span>)
+ − ---- symbolic model 1 ----
+ − name: None
+ − expr: a.*x.^2+b.*x+c
+ − params: {'a', 'b', 'c'}
+ − values: {1, 2, 3}
+ − xvar: x
+ − xvals: []
+ − xunits: []
+ − yunits: []
+ − description:
+ − UUID: ca9276b0-cc97-4001-9135-00c6799ec8b1
+ − --------------------------
+ −
+ − >> s.setXvals(-100:100)
+ − ---- symbolic model 1 ----
+ − name: None
+ − expr: a.*x.^2+b.*x+c
+ − params: {'a', 'b', 'c'}
+ − values: {1, 2, 3}
+ − xvar: x
+ − xvals: [-100 -99 -98 -97 -96 -95 -94 -93 -92 -91 -90 -89 -88 -87 -86 ...]
+ − xunits: []
+ − yunits: []
+ − description:
+ − UUID: f43e2f9b-3fb6-4e3c-92ba-7cba31c6a6c3
+ − --------------------------
+ − </pre></div>
+ − <p>After all steps above it is possible to plot the model.</p>
+ − <div class="fragment"><pre class="programlisting">
+ − >> s.setXunits(<span class="string">'s'</span>);
+ − >> s.setYunits(<span class="string">'V'</span>);
+ − >> s.setName(<span class="string">'Just a test'</span>);
+ − >> iplot(s.eval)
+ − </pre></div>
+ −
+ − <img src="images/constructor_examples_smodel_plot.png" alt="Plot of symbolic model" border="3" width="800px"></img>
+ −
+ −
+ −
+ −
+ −
+ −
+ −
+ −
+ −
+ −
+ −
+ −
+ −
+ −