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User & Date: commits@restyled.io on 2021-04-16 07:13:11.000
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2021-04-17
06:06:41
Merge pull request #18 from reduce-algebra/restyled/deepsource-transform-1fe15620

Restyle Format code with black, gofmt, yapf, autopep8, isort, standardrb, standardjs, prettier and rubocop Leaf check-in: a8cce33cfa user: trnsz@pobox.com tags: master, trunk

2021-04-16
07:13:11
Restyled by whitespace Leaf check-in: e824121e11 user: commits@restyled.io tags: github/restyled/deepsource-transform-1fe15620, trunk
07:13:10
Restyled by prettier-markdown check-in: 790d705741 user: commits@restyled.io tags: github/restyled/deepsource-transform-1fe15620, trunk
Changes
Unified Diff Ignore Whitespace Patch
Modified mtt/doc/mtt.html from [1a30bfd2d6] to [c4984a2298].
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    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
       mtt help representations
       mtt help components
       mtt help examples 
       mtt help crs
       mtt help representations &lt;match_string&gt;
       mtt help components &lt;match_string&gt;
       mtt help examples  &lt;match_string&gt;
       mtt help crs &lt;match_string&gt;
       mtt help &lt;component_or_example_or_CR_name&gt;
</pre








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    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
       mtt help representations
       mtt help components
       mtt help examples
       mtt help crs
       mtt help representations &lt;match_string&gt;
       mtt help components &lt;match_string&gt;
       mtt help examples  &lt;match_string&gt;
       mtt help crs &lt;match_string&gt;
       mtt help &lt;component_or_example_or_CR_name&gt;
</pre
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    </table>
    where n is an integer (unique within the label file). For example
    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
%ALIAS  $a1  lin           
</pre
          >
        </td>
      </tr>
    </table>
    assigns the symbolic parameter to be lin. This parameter <code>$1</code> can
    then be used for passing a diofferent cr to the component (see section








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    </table>
    where n is an integer (unique within the label file). For example
    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
%ALIAS  $a1  lin
</pre
          >
        </td>
      </tr>
    </table>
    assigns the symbolic parameter to be lin. This parameter <code>$1</code> can
    then be used for passing a diofferent cr to the component (see section
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    <!--docid::SEC96::-->
    <p>Component aliases are of the form</p>
    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
%ALIAS Component_name   Component_location       
</pre
          >
        </td>
      </tr>
    </table>
    <p>An example appears in the following label file fragment</p>
    <table>








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    <!--docid::SEC96::-->
    <p>Component aliases are of the form</p>
    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
%ALIAS Component_name   Component_location
</pre
          >
        </td>
      </tr>
    </table>
    <p>An example appears in the following label file fragment</p>
    <table>
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    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
FOR ALL rho,g,vol,h,topt,bott,flowin,press
LET tktf2(rho,g,vol,h,topt,bott,effort,2,press,effort,1)
        = tank(rho,g,vol,h,topt,bott,press);      
</pre
          >
        </td>
      </tr>
    </table>
    Assuming that `tank' is not defined in a reduce file, MTT will leave it
    unresolved when generating m or c code.








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    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
FOR ALL rho,g,vol,h,topt,bott,flowin,press
LET tktf2(rho,g,vol,h,topt,bott,effort,2,press,effort,1)
        = tank(rho,g,vol,h,topt,bott,press);
</pre
          >
        </td>
      </tr>
    </table>
    Assuming that `tank' is not defined in a reduce file, MTT will leave it
    unresolved when generating m or c code.
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        <td></td>
        <td class="example">
          <pre>
function p = tank (rho,g,vol,h,topt,bott,press)

  ## usage:  p = tank (vol,h,topt,bott,press)
  ##
  ## 

   val = press; zt = topt; zb = bott; 
   zval = 0.5*(abs(zb+(zt-zb)*val-h)+(zb+(zt-zb)*val-h));

   p = rho*g*zval + 0.5*(1+tanh((press-0.98)*500))*100000;

endfunction
</pre
          >








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        <td></td>
        <td class="example">
          <pre>
function p = tank (rho,g,vol,h,topt,bott,press)

  ## usage:  p = tank (vol,h,topt,bott,press)
  ##
  ##

   val = press; zt = topt; zb = bott;
   zval = 0.5*(abs(zb+(zt-zb)*val-h)+(zb+(zt-zb)*val-h));

   p = rho*g*zval + 0.5*(1+tanh((press-0.98)*500))*100000;

endfunction
</pre
          >
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    Following the example of the previous section, the unresolved CR `tank' can
    be expressed in c++ code. For example:
    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
inline double tank(const double rho, 
                   const double g, 
                   const double vol, 
                   const double h, 
                   const double topt, 
                   const double bott, 
                   const double press)


  /*  ## usage:  p = tank (vol,h,topt,bott,press)
    ##
    ##
  */








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    Following the example of the previous section, the unresolved CR `tank' can
    be expressed in c++ code. For example:
    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
inline double tank(const double rho,
                   const double g,
                   const double vol,
                   const double h,
                   const double topt,
                   const double bott,
                   const double press)


  /*  ## usage:  p = tank (vol,h,topt,bott,press)
    ##
    ##
  */
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    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
# Makefile for the Two link GMV example

all: msdP_tf.m TwoLinkP_obs.m TwoLinkP_sm.m twolinkp_sm.m TwoLinkGMV_numpar.m 

msdP_tf.m: msdP_abg.fig 
        mtt -q msdP tf m

TwoLinkP_obs.m: TwoLinkP_abg.fig TwoLinkP_lbl.txt
        mtt -q TwoLinkP obs m

TwoLinkP_sm.m: TwoLinkP_abg.fig TwoLinkP_lbl.txt
        mtt -q TwoLinkP sm m








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    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
# Makefile for the Two link GMV example

all: msdP_tf.m TwoLinkP_obs.m TwoLinkP_sm.m twolinkp_sm.m TwoLinkGMV_numpar.m

msdP_tf.m: msdP_abg.fig
        mtt -q msdP tf m

TwoLinkP_obs.m: TwoLinkP_abg.fig TwoLinkP_lbl.txt
        mtt -q TwoLinkP obs m

TwoLinkP_sm.m: TwoLinkP_abg.fig TwoLinkP_lbl.txt
        mtt -q TwoLinkP sm m
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B = 10

C = 1

D = 0

octave&gt; 
</pre
          >
        </td>
      </tr>
    </table>
    generates the data structure rc corresponding the the bond graph of the
    system called `rc'. The following octave commands then generate the step








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B = 10

C = 1

D = 0

octave&gt;
</pre
          >
        </td>
      </tr>
    </table>
    generates the data structure rc corresponding the the bond graph of the
    system called `rc'. The following octave commands then generate the step
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      installed, this may be done with the command
    </p>
    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
  mtt sys sfun mexglx 
</pre
          >
        </td>
      </tr>
    </table>
    <p>
      which will generated the four .mex files and the .mdl file. In this case,








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      installed, this may be done with the command
    </p>
    <table>
      <tr>
        <td></td>
        <td class="example">
          <pre>
  mtt sys sfun mexglx
</pre
          >
        </td>
      </tr>
    </table>
    <p>
      which will generated the four .mex files and the .mdl file. In this case,
︙︙
MTT: Model Transformation Tools
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