SOLUTION
  eigen
    nmodes 8
END

FILE
  # This reads and element-by-element coordinate system
  # for the mesh.  Material properties are defined with
  # respect to this coordinate system
  geometry_file turbine_section_coord.g
  initialize variable name = material_direction_1
    read variable = matCoord_2_
    variable type = element
  initialize variable name = material_direction_2
    read variable = matCoord_1_
    variable type = element
  initialize variable name = material_direction_3
    read variable = matCoord_3_
    variable type = element
END

MATERIAL ortho
  # Orthotropic elastic material properties, defined with
  # respect to the element-by-element coordinate system
  # read in above.  Note, only certain material property
  # combinations are allowed that result in a non-singular
  # material stiffness matrix
  density = 1.0e-4
  orthotropic_prop
  # Young's moduli in each of the three directions
  E1 = 2.30e+7
  E2 = 0.15e+7
  E3 = 0.15e+7
  # Cross term Poisson ratios
  NU12 = 0.28
  NU23 = 0.28
  NU13 = 0.28
  # Cross term shear moduli
  G12 = 0.24e+7
  G23 = 0.0503e+7
  G13 = 0.24e+7
END

MATERIAL elastic
  # This material is isotropic elastic with set
  # Young's moduli and Poisson ratio
  density = 2.0e-4
  E = 1.0e+7
  nu = 0.3
END

BLOCK 1
  # Specify that the element-by-element coordinate system are being
  # read in through the material directions read above
  material ortho
  coordinate from_transfer
END

BLOCK 2 3
  material elastic
END

OUTPUTS
  disp
  # Output the read in material directions at a set of vectors.
  # These can be visualized for debugging purposes
  material_direction
END