File: runtime_lattice_nonlocal_split_uniform_access.xmds

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<?xml version="1.0" encoding="UTF-8"?>
<simulation xmds-version="2">
  <testing>
    <arguments>--x_lattice 256</arguments>
    <xsil_file name="runtime_lattice_nonlocal_split_uniform_access.xsil" expected="../geometry/nonlocal_split_uniform_access_expected.xsil" absolute_tolerance="1e-6" relative_tolerance="1e-5" />
  </testing>
  
  <name>runtime_lattice_nonlocal_split_uniform_access</name>
  <author>Graham Dennis</author>
  <description>
    Script to test accessing a fourier-transformed dimension backwards.
    Based off of vibstring.xmds
  </description>
  
  <features>
    <benchmark />
    <bing />
    <fftw plan="patient" />
    <globals>
      <![CDATA[
      const real T = 10.0;
      const real mass = 1e-3;
      const real length = 1.0;
      const real mu = mass/length;
      const real T_mu = T/mu;
      
      const real xmax = _max_x;
      const real width = 0.1;
      const real absorb = 80.0;
      ]]>
    </globals>
    <arguments>
      <argument name="x_lattice" type="integer" default_value="300" />
    </arguments>
    <validation kind="run-time" />
  </features>
  
  <geometry>
    <propagation_dimension> t </propagation_dimension>
    <transverse_dimensions>
      <dimension name="x" lattice="x_lattice"  domain="(-1, 1)" />
    </transverse_dimensions>
  </geometry>
  
  <vector name="main" initial_basis="x" type="complex">
    <components>
      u uDot
    </components>
    <initialisation>
      <![CDATA[
        u = exp(-100.0*(x-0.5)*(x-0.5))*exp(i*200*x);
        uDot = u*i*200*sqrt(T_mu);
      ]]>
    </initialisation>
  </vector>
  
  <sequence>
    <integrate algorithm="ARK45" tolerance="1e-5" interval="2e-3" steps="1000">
      <samples>5</samples>
      <operators>
        <operator kind="ex" constant="no">
          <operator_names>L</operator_names>
          <![CDATA[
            L = -T_mu*kx*kx;
          ]]>
        </operator>
        <integration_vectors>main</integration_vectors>
        <![CDATA[
          du_dt = uDot;
          duDot_dt = L[u];
        ]]>
      </operators>
    </integrate>
  </sequence>
  <output format="binary">
      <sampling_group basis="kx" initial_sample="yes">
        <moments>amp amp_reversed</moments>
        <dependencies>main</dependencies>
        <![CDATA[
          amp = mod2(u);
          amp_reversed = mod2(u(kx => -kx));
        ]]>
      </sampling_group>
  </output>
</simulation>