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  <formula name="Hydrostatic_Stress" displayunit="" fieldscalar="Hydrostatic_Stress">
    <unit exponents="-1+1-2">GPa</unit>
    <formula>(s1+s2+s3)</formula>
  </formula>
  <formula name="Srr" displayunit="" fieldscalar="Srr_OK">
    <unit exponents="+1">mm</unit>
    <unit exponents="-1+1-2">MPa</unit>
    <formula>s.xx*x^2/(x^2+y^2) + 2*s.xy*y*x/(x^2+y^2) + s.yy*y^2/(x^2+y^2)</formula>
  </formula>
  <formula name="Srt" displayunit="" fieldscalar="Srt">
    <unit exponents="+1">mm</unit>
    <unit exponents="-1+1-2">MPa</unit>
    <formula>(s.xy*(x^2- y^2)+(s.yy-s.xx)*y*x)/sqrt(x^2+y^2)^2</formula>
  </formula>
  <formula name="Srz" displayunit="" fieldscalar="Srz">
    <unit exponents="+1">mm</unit>
    <unit exponents="-1+1-2">MPa</unit>
    <formula>s.zx*x/ sqrt(x^2+y^2) + s.yz*y/ sqrt(x^2+y^2)</formula>
  </formula>
  <formula name="Stt" displayunit="" fieldscalar="Stt_Ok">
    <unit exponents="+1">mm</unit>
    <unit exponents="-1+1-2">MPa</unit>
    <formula>(s.yy*x^2)/(x^2+y^2) - (2*s.xy*y*x)/(x^2+y^2) + (s.xx*y^2)/(x^2+y^2)</formula>
  </formula>
  <formula name="Stz" displayunit="" fieldscalar="Stz_Ok">
    <unit exponents="+1">mm</unit>
    <unit exponents="-1+1-2">MPa</unit>
    <formula>(s.yz*x-s.zx*y)/ sqrt(x^2+y^2)</formula>
  </formula>
  <formula name="szz" displayunit="" fieldscalar="szz_OK">
    <unit exponents="-1+1-2">MPa</unit>
    <formula>s.zz</formula>
  </formula>
  <formula name="Inv_1_Strain_Volumetric_strain" displayunit="" fieldscalar="Inv_1_Strain_Volumetric_strain(2)">
    <unit exponents=""></unit>
    <formula>e1+e2+e3</formula>
  </formula>
  <fieldvariable name="displacement" displayunit="mm" />
  <fieldvariable name="von Mises stress" displayunit="Pa" />
  <fieldvariable name="principal strain" displayunit="" />
  <fieldvariable name="principal stress" displayunit="MPa" />
  <fieldvariable name="stress" displayunit="Pa" />
  <fieldvariable name="strain" displayunit="" />
  <solution>
    <analysis type="S30" solver="ccx" />
    <elset name="Default" color="-6710887" colorrgb="DADADA" expanded="true" />
  </solution>
</liml>