Commit 911c0319 authored by Alex Breuer's avatar Alex Breuer
Browse files

Fixed the configs of the 3D convergence templates.

parent 1c5f85ad
......@@ -70,12 +70,1327 @@
<setups>
<end_time>173.205080756887729352744634150587236694280525381038</end_time>
<!-- Sets up plane waves as a combination of eigenvectors in diagonal direction n=(1,1,1).
The choice of r8 is non-unique, since cs has two eigenvalues.
We repeat the setups after every 4 fused simulations.
-->
<initial_values>
<!--
0 - 3
-->
<!-- k = 2pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 2.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 4pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 4.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 8pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 8.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 16pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 16.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!--
4 - 7
-->
<!-- k = 2pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 2.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 4pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 4.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 8pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 8.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 16pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 16.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!--
8 - 11
-->
<!-- k = 2pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 2.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 4pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 4.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 8pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 8.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 16pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 16.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!--
12 - 15
-->
<!-- k = 2pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 2.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 4pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 4.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 8pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 8.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;
r1[2] := 4.0 * sqrtI;
r1[3] := 1.0 * sqrtI;
r1[4] := 1.0 * sqrtI;
r1[5] := 1.0 * sqrtI;
r1[6] := 1.0;
r1[7] := 1.0;
r1[8] := 1.0;
r8[0] := 2.0 * sqrtI;
r8[1] := 0.0;
r8[2] := -2.0 * sqrtI;
r8[3] := 1.0 * sqrtI;
r8[4] := -1.0 * sqrtI;
r8[5] := 0.0;
r8[6] := -1.0;
r8[7] := 0.0;
r8[8] := 1.0;
q := (r1 + r8) * scale;
]]>
<!-- k = 16pi/50 -->
<![CDATA[
var sqrtI := { 1.0/sqrt(3.0) };
var k := ( 16.0 * pi ) / 50.0;
var scale := sin( x*k + y*k + z*k );
var mu := 1.0;
var lambda := 2.0;
var rho := 1.0;
var cs := sqrt( mu / rho );
var cp := sqrt( (lambda + 2*mu) / rho );
var r1[9] := {};
var r8[9] := {};
r1[0] := 4.0 * sqrtI;
r1[1] := 4.0 * sqrtI;