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<?xml version="1.0" encoding="UTF-8"?>
<simulation xmds-version="2">
<testing>
<command_line>mpirun -n 1 ./vibstring_dst_mpi_chunked</command_line>
<xsil_file name="vibstring_dst_mpi_chunked.xsil" expected="vibstring_dst_mpi_expected.xsil" absolute_tolerance="1e-7" relative_tolerance="1e-5" />
</testing>
<name>vibstring_dst_mpi_chunked</name>
<author>Graham Dennis</author>
<description>
Vibrating string with Dirichlet boundary conditions on a square using DST's.
</description>
<features>
<chunked_output size="2KB" />
<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 width = 0.1;
const real absorb = 80.0;
]]>
</globals>
</features>
<geometry>
<propagation_dimension> t </propagation_dimension>
<transverse_dimensions>
<dimension name="x" lattice="256" domain="(-1, 1)" transform="dst"/>
<dimension name="y" lattice="256" domain="(-1, 1)" transform="dst"/>
</transverse_dimensions>
</geometry>
<driver name="distributed-mpi" />
<vector name="main" initial_basis="x y" type="real">
<components>
u uDot
</components>
<initialisation>
<![CDATA[
u = exp(-100.0*((x-0.5)*(x-0.5) + y*y));
uDot = 0.0;
]]>
</initialisation>
</vector>
<sequence>
<integrate algorithm="ARK45" tolerance="1e-5" interval="2e-3" steps="1000">
<samples>5 5</samples>
<operators>
<operator kind="ex" constant="yes">
<operator_names>L</operator_names>
<![CDATA[
L = -T*(kx*kx + ky*ky)/mu;
]]>
</operator>
<integration_vectors>main</integration_vectors>
<![CDATA[
du_dt = uDot;
duDot_dt = L[u];
]]>
</operators>
</integrate>
</sequence>
<output format="binary">
<sampling_group basis="x(32) y(32)" initial_sample="yes">
<moments>amp</moments>
<dependencies>main</dependencies>
<![CDATA[
amp = u;
]]>
</sampling_group>
<sampling_group basis="kx(32) ky(32)" initial_sample="yes">
<moments>amp</moments>
<dependencies>main</dependencies>
<![CDATA[
amp = mod2(u);
]]>
</sampling_group>
</output>
</simulation>
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