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<?xml version="1.0" encoding="UTF-8"?>
<simulation xmds-version="2">
<testing>
<command_line>mpirun -n 1 ./mpi_highdimcrossprop</command_line>
<xsil_file name="mpi_highdimcrossprop.xsil" expected="../operators/highdimcrossprop_expected.xsil" absolute_tolerance="1e-5" relative_tolerance="1e-4" />
</testing>
<name>mpi_highdimcrossprop</name>
<features>
<benchmark />
<bing />
<globals>
<![CDATA[
const real pi=3.14159265358979;
const real g =2*pi*11.4005; // Sqrt(density)/Hz
const real sample_length = 0.2; //m
const real time_input =2.5e-6; // sec (5)
const real sigma=1e-6; // sec (2)
const real inp_hgt=1e3; //photonnum
const real gama=2*pi*5.6e6; //Hz
const real eta =2*pi*10e6/sample_length; //Hz/m (was 2*pi*10e6)
const real omc=2*pi*20e6; //Hz (was 2*pi*20e6)
const real gama0=0; //2*pi*2e3; //Hz
const real gamac=0; //2*pi*1e3; //Hz
const real c=3e8; // m/s
const real timeswitchz=10e-6; // sec (10)
const real N=1e18; // density
const real gNonc = g*N/c;
const real delta=2*pi*3e9; //Hz
const real width = 0.001; //m
const real k0 = 6.28 / (795e-9);
const real alpha=0.00; //m^2/s
]]>
</globals>
</features>
<driver name="distributed-mpi" />
<geometry>
<propagation_dimension> t </propagation_dimension>
<transverse_dimensions>
<dimension name="x" lattice="16" domain="(-0.004,0.004)" />
<dimension name="y" lattice="16" domain="(-0.003,0.003)" />
<dimension name="z" lattice="512" domain="(0,0.2)" />
</transverse_dimensions>
</geometry>
<vector name="main" initial_basis="z x y" type="complex">
<components>
alpha12
</components>
<initialisation>
<![CDATA[
alpha12 = 0.0;
]]>
</initialisation>
</vector>
<vector name="crossinitial" initial_basis="x y" type="complex">
<components>
beamprofile
</components>
<initialisation>
<![CDATA[
beamprofile=inp_hgt * (2*sqrt(2)*x/width) * exp(-x*x/(width*width)) * exp(-y*y/(width*width))* exp(-i*k0*(x*x+y*y)/0.5);
]]>
</initialisation>
</vector>
<vector name="cross1" initial_basis="x y z" type="complex">
<components>
E
</components>
</vector>
<sequence>
<integrate algorithm="RK4" interval="20e-8" steps="20" tolerance="1.0e-6">
<samples>2 1 2 2 1 1 1 1 1 1</samples>
<operators>
<operator kind="cross_propagation" algorithm="RK4" propagation_dimension="z">
<operator kind="ip" constant="yes">
<operator_names>Btt</operator_names>
<![CDATA[
Btt = 0; //i*(kx*kx + ky*ky)/(2*k0);
]]>
</operator>
<integration_vectors>cross1</integration_vectors>
<!-- You can have a dependencies tag in here -->
<dependencies>main</dependencies>
<boundary_condition kind="left">
<!-- You can also have a dependencies tag in here -->
<!-- like the one shown below, but none are needed -->
<!-- in this example -->
<dependencies>crossinitial</dependencies>
<![CDATA[
//E=inp_hgt*exp(-(t-time_input)*(t-time_input)/(sigma*sigma)) * exp(-x*x/(width*width))*exp(-y*y/(width*width));
E = exp(-(t-time_input)*(t-time_input)/(sigma*sigma)) * beamprofile;
]]>
</boundary_condition>
<![CDATA[
complex aalpha13 = (alpha12*omc+g*E)/delta;
dE_dz = i*gNonc*(aalpha13) + Btt[E];
]]>
</operator>
<operator kind="ip" constant="yes">
<operator_names>Ltt</operator_names>
<![CDATA[
Ltt = -alpha*(kz*kz+kx*kx+ky*ky);
]]>
</operator>
<integration_vectors>main</integration_vectors>
<![CDATA[
complex sw = -1.0; //( t<timeswitchz ? -1.0:1.0);
complex aalpha13 = (alpha12*omc+g*E)/(delta-i*(gamac/2+gama+gama0/2));
dalpha12_dt = ((-gama0 - gamac-i*(sw*eta*(z-sample_length/2) +(omc*omc)/delta))*alpha12+i*aalpha13*(omc)) + Ltt[alpha12];
]]>
</operators>
</integrate>
</sequence>
<output format="hdf5" filename="mpi_highdimcrossprop.xsil">
<group>
<sampling basis="z(128) x(16) y(16)" initial_sample="yes">
<moments>bprobereal bprobeimag</moments>
<dependencies>cross1</dependencies>
<![CDATA[
bprobereal = E.Re();
bprobeimag = E.Im();
]]>
</sampling>
</group>
<sampling_group basis="kx(16) ky(16) kz(128)" initial_sample="yes">
<moments>bproberealK bprobeimagK bintensityK</moments>
<dependencies>cross1</dependencies>
<![CDATA[
bproberealK = E.Re();
bprobeimagK = E.Im();
bintensityK = mod2(E);
]]>
</sampling_group>
<sampling_group basis="x(16) y(16) z(256)" initial_sample="yes">
<moments>balpreal12 balpimag12</moments>
<dependencies>main</dependencies>
<![CDATA[
balpreal12 = (alpha12).Re();
balpimag12 = (alpha12).Im();
]]>
</sampling_group>
<sampling_group basis="kx(2) ky(2) kz(256)" initial_sample="yes">
<moments>balpreal12K balpimag12K</moments>
<dependencies>main</dependencies>
<![CDATA[
balpreal12K = (alpha12).Re();
balpimag12K = (alpha12).Im();
]]>
</sampling_group>
<sampling_group basis="x(0) y(0) z(512)" initial_sample="yes">
<moments>bprobereal bprobeimag</moments>
<dependencies>cross1</dependencies>
<![CDATA[
bprobereal = E.Re();
bprobeimag = E.Im();
]]>
</sampling_group>
<sampling_group basis="x(0) y(16) z(0)" initial_sample="yes">
<moments>bprobereal bprobeimag</moments>
<dependencies>cross1</dependencies>
<![CDATA[
bprobereal = E.Re();
bprobeimag = E.Im();
]]>
</sampling_group>
<sampling_group basis="x(16) y(0) z(0)" initial_sample="yes">
<moments>bprobereal bprobeimag</moments>
<dependencies>cross1</dependencies>
<![CDATA[
bprobereal = E.Re();
bprobeimag = E.Im();
]]>
</sampling_group>
<sampling_group basis="x(0) y(0) z(512)" initial_sample="no">
<moments>balpreal12 balpimag12</moments>
<dependencies>main</dependencies>
<![CDATA[
balpreal12 = Re(alpha12);
balpimag12 = Im(alpha12);
]]>
</sampling_group>
<sampling_group basis="x(16) y(0) z(0)" initial_sample="no">
<moments>balpreal12 balpimag12</moments>
<dependencies>main</dependencies>
<![CDATA[
balpreal12 = Re(alpha12);
balpimag12 = Im(alpha12);
]]>
</sampling_group>
<sampling_group basis="x(0) y(16) z(0)" initial_sample="no">
<moments>balpreal12 balpimag12</moments>
<dependencies>main</dependencies>
<![CDATA[
balpreal12 = Re(alpha12);
balpimag12 = Im(alpha12);
]]>
</sampling_group>
</output>
</simulation>
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