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    <face eid="44466" faceid="4" />
    <face eid="41645" faceid="4" />
    <face eid="48551" faceid="1" />
    <face eid="42100" faceid="4" />
    <face eid="41196" faceid="2" />
    <face eid="46727" faceid="3" />
    <face eid="44033" faceid="1" />
    <face eid="40213" faceid="4" />
    <face eid="44295" faceid="4" />
    <face eid="45220" faceid="4" />
    <face eid="50489" faceid="1" />
    <face eid="44493" faceid="2" />
    <face eid="46544" faceid="4" />
    <face eid="46344" faceid="4" />
    <face eid="46503" faceid="1" />
    <face eid="47460" faceid="1" />
    <face eid="46567" faceid="2" />
    <face eid="41218" faceid="3" />
    <face eid="44198" faceid="2" />
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    <face eid="48701" faceid="2" />
    <face eid="47804" faceid="3" />
    <face eid="48939" faceid="2" />
    <face eid="48566" faceid="2" />
    <face eid="39650" faceid="1" />
    <face eid="39011" faceid="2" />
    <face eid="48570" faceid="2" />
    <face eid="49004" faceid="1" />
    <face eid="48705" faceid="1" />
    <face eid="44581" faceid="4" />
    <face eid="38924" faceid="1" />
    <face eid="47758" faceid="4" />
    <face eid="44359" faceid="4" />
    <face eid="26063" faceid="4" />
  </faceselection>
  <formula name="Displacement_z[m]" displayunit="" fieldscalar="displacement_z[m]">
    <unit exponents="+1">m</unit>
    <formula>abs(u.z)</formula>
  </formula>
  <formula name="Displacement_x[m]" displayunit="" fieldscalar="formula">
    <unit exponents="+1">m</unit>
    <formula>abs(u.x)/1.0</formula>
  </formula>
  <formula name="Displacement_y[m]" displayunit="" fieldscalar="formula(2)">
    <unit exponents="+1">m</unit>
    <formula>abs(u.y)/1.0</formula>
  </formula>
  <formula name="Displacement_magnitude[m]" displayunit="" fieldscalar="formula(4)">
    <unit exponents="+1">m</unit>
    <formula>sqrt(u.x^2 + u.y^2 + u.z^2)/1.0</formula>
  </formula>
  <formula name="Displacement_r[m]" displayunit="" fieldscalar="displacement_r[m]">
    <unit exponents="+1">m</unit>
    <formula>abs( x*u.x + y*u.y ) / (sqrt(x^2+y^2) +1e-10)</formula>
  </formula>
  <formula name="Displacement_theta[m]" displayunit="" fieldscalar="displacement_t[m]">
    <unit exponents="+1">m</unit>
    <formula>abs( x*u.y - y*u.x ) / (sqrt(x^2+y^2) +1e-10)
  </formula>
  </formula>
  <formula name="von_Mises_per_micron_peak" displayunit="" fieldscalar="formula(3)">
    <unit exponents="-1+1-2">MPa</unit>
    <formula>vm/(1e6)</formula>
  </formula>
  <fieldvariable name="von Mises stress" displayunit="GPa" />
  <fieldvariable name="displacement" displayunit="m" expanded="true" />
  <fieldvariable name="stress" displayunit="GPa" />
  <solution>
    <analysis type="S30" solver="ccx" />
    <elset name="Default" color="-6710887" expanded="true" />
  </solution>
</liml>