Laplace.part0.exelem

/42TestingPoints/SinglePhysics/LinearProblems/StaticProblems/Laplace/3D/TET/quadratic/LEVEL_1/expected_results/Laplace.part0.exelem

http://github.com/xyan075/examples
Unknown | 2089 lines | 2089 code | 0 blank | 0 comment | 0 complexity | 215fd7395090fb2f24bddfbb212fece5 MD5 | raw file

 Group name: LaplaceRegion
 Shape.  Dimension=3, simplex(2;3)*simplex*simplex
 #Scale factor sets= 1
 q.simplex(2;3)*q.simplex*q.simplex, #Scale factors=10
 #Nodes=           10
 #Fields=3
 1) Coordinate, coordinate, rectangular cartesian, #Components=3
   x.   q.simplex(2;3)*q.simplex*q.simplex, no modify, standard node based.
     #Nodes= 10
     1.  #Values=1
      Value indices:     1
      Scale factor indices:    1
     2.  #Values=1
      Value indices:     1
      Scale factor indices:    2
     3.  #Values=1
      Value indices:     1
      Scale factor indices:    3
     4.  #Values=1
      Value indices:     1
      Scale factor indices:    4
     5.  #Values=1
      Value indices:     1
      Scale factor indices:    5
     6.  #Values=1
      Value indices:     1
      Scale factor indices:    6
     7.  #Values=1
      Value indices:     1
      Scale factor indices:    7
     8.  #Values=1
      Value indices:     1
      Scale factor indices:    8
     9.  #Values=1
      Value indices:     1
      Scale factor indices:    9
    10.  #Values=1
      Value indices:     1
      Scale factor indices:   10
   y.   q.simplex(2;3)*q.simplex*q.simplex, no modify, standard node based.
     #Nodes= 10
     1.  #Values=1
      Value indices:     1
      Scale factor indices:    1
     2.  #Values=1
      Value indices:     1
      Scale factor indices:    2
     3.  #Values=1
      Value indices:     1
      Scale factor indices:    3
     4.  #Values=1
      Value indices:     1
      Scale factor indices:    4
     5.  #Values=1
      Value indices:     1
      Scale factor indices:    5
     6.  #Values=1
      Value indices:     1
      Scale factor indices:    6
     7.  #Values=1
      Value indices:     1
      Scale factor indices:    7
     8.  #Values=1
      Value indices:     1
      Scale factor indices:    8
     9.  #Values=1
      Value indices:     1
      Scale factor indices:    9
    10.  #Values=1
      Value indices:     1
      Scale factor indices:   10
   z.   q.simplex(2;3)*q.simplex*q.simplex, no modify, standard node based.
     #Nodes= 10
     1.  #Values=1
      Value indices:     1
      Scale factor indices:    1
     2.  #Values=1
      Value indices:     1
      Scale factor indices:    2
     3.  #Values=1
      Value indices:     1
      Scale factor indices:    3
     4.  #Values=1
      Value indices:     1
      Scale factor indices:    4
     5.  #Values=1
      Value indices:     1
      Scale factor indices:    5
     6.  #Values=1
      Value indices:     1
      Scale factor indices:    6
     7.  #Values=1
      Value indices:     1
      Scale factor indices:    7
     8.  #Values=1
      Value indices:     1
      Scale factor indices:    8
     9.  #Values=1
      Value indices:     1
      Scale factor indices:    9
    10.  #Values=1
      Value indices:     1
      Scale factor indices:   10
 2) Phi, field,  rectangular cartesian, #Components=1
   1.   q.simplex(2;3)*q.simplex*q.simplex, no modify, standard node based.
     #Nodes= 10
     1.  #Values=1
      Value indices:     1
      Scale factor indices:    1
     2.  #Values=1
      Value indices:     1
      Scale factor indices:    2
     3.  #Values=1
      Value indices:     1
      Scale factor indices:    3
     4.  #Values=1
      Value indices:     1
      Scale factor indices:    4
     5.  #Values=1
      Value indices:     1
      Scale factor indices:    5
     6.  #Values=1
      Value indices:     1
      Scale factor indices:    6
     7.  #Values=1
      Value indices:     1
      Scale factor indices:    7
     8.  #Values=1
      Value indices:     1
      Scale factor indices:    8
     9.  #Values=1
      Value indices:     1
      Scale factor indices:    9
    10.  #Values=1
      Value indices:     1
      Scale factor indices:   10
 3) del Phi/del n, field,  rectangular cartesian, #Components=1
   1.   q.simplex(2;3)*q.simplex*q.simplex, no modify, standard node based.
     #Nodes= 10
     1.  #Values=1
      Value indices:     1
      Scale factor indices:    1
     2.  #Values=1
      Value indices:     1
      Scale factor indices:    2
     3.  #Values=1
      Value indices:     1
      Scale factor indices:    3
     4.  #Values=1
      Value indices:     1
      Scale factor indices:    4
     5.  #Values=1
      Value indices:     1
      Scale factor indices:    5
     6.  #Values=1
      Value indices:     1
      Scale factor indices:    6
     7.  #Values=1
      Value indices:     1
      Scale factor indices:    7
     8.  #Values=1
      Value indices:     1
      Scale factor indices:    8
     9.  #Values=1
      Value indices:     1
      Scale factor indices:    9
    10.  #Values=1
      Value indices:     1
      Scale factor indices:   10
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