File: cross_propagation2_expected.xsil

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<?xml version="1.0" encoding="UTF-8"?>
<simulation xmds-version="2">
  <testing>
    <xsil_file name="cross_propagation2.xsil" expected="cross_propagation2_expected.xsil" absolute_tolerance="1e-7" relative_tolerance="1e-5" />
  </testing>
  <name>cross_propagation2</name>
  <author>Graham Dennis</author>
  <description>
    Sine cross-propagation validity tests.
    
    The 'u' variable checks for errors caused by poorly interpolating
    dependencies. The 'v' variable checks for the existence of the
    cross-propagation variable. The results for 'v' should be fairly
    similar to those for 'u', but slightly more accurate.
  </description>
  
  <features>
    <benchmark />
    <bing />
    <fftw version="none" />
    <!-- That's right, this script breaks the shackles with FFTW! -->
  </features>
  
  <geometry>
    <propagation_dimension> z </propagation_dimension>
    <transverse_dimensions>
      <dimension name="t" lattice="128"  domain="(0, 10)" />
    </transverse_dimensions>
  </geometry>
  
  <vector name="main" type="complex">
    <components>
      foo
    </components>
    <initialisation>
      <![CDATA[
      foo = 0.0;
      ]]>
    </initialisation>
  </vector>
  
  <vector name="constants" type="double">
    <components>cosine</components>
    <initialisation>
      <![CDATA[
        cosine = cos(t);
      ]]>
    </initialisation>
  </vector>
  
  <vector name="cross" type="complex">
    <components>u v</components>
    <![CDATA[
      u = 0.0;
      v = 0.0;
    ]]>
  </vector>
  
  <sequence>
    <integrate algorithm="RK9" interval="1" steps="2">
      <samples>1</samples>
      <operators>
        <operator kind="cross_propagation" algorithm="SI" propagation_dimension="t">
          <integration_vectors>cross</integration_vectors>
          <dependencies>constants</dependencies>
          <boundary_condition kind="left">
            <![CDATA[
              u = 0.0;
              v = 0.0;
            ]]>
          </boundary_condition>
          
          <![CDATA[
            du_dt = cosine;
            dv_dt = cos(t);
          ]]>
        </operator>
        <integration_vectors>main</integration_vectors>
        <![CDATA[
        dfoo_dz = 0.0;
        ]]>
      </operators>
    </integrate>
  </sequence>
  
  <output format="binary">
      <sampling_group initial_sample="no">
        <dimension name="t" />
        <moments>error_u error_v</moments>
        <dependencies>cross</dependencies>
        <![CDATA[
          error_u = mod(u - sin(t));
          error_v = mod(v - sin(t));
        ]]>
      </sampling_group>
  </output>

<info>
Script compiled with xpdeint version VERSION_PLACEHOLDER (SUBVERSION_REVISION_PLACEHOLDER)
See http://www.xmds.org for more information.
</info>

<XSIL Name="moment_group_1">
  <Param Name="n_independent">1</Param>
  <Array Name="variables" Type="Text">
    <Dim>3</Dim>
    <Stream><Metalink Format="Text" Delimiter=" \n"/>
t error_u error_v 
    </Stream>
  </Array>
  <Array Name="data" Type="double">
    <Dim>128</Dim>
    <Dim>3</Dim>
    <Stream><Metalink Format="Binary" UnsignedLong="uint32" precision="double" Type="Remote" Encoding="LittleEndian"/>
cross_propagation2_expected_mg0.dat
    </Stream>
  </Array>
</XSIL>
</simulation>