OOF2: The Manual

Name

OrthorhombicRank4TensorCij — A rank 4 tensor with orthorhombic symmetry

Synopsis

OrthorhombicRank4TensorCij(c11, c12, c13, c22, c23, c33 c44, c55, c66)

Description

A OrthorhombicRank4TensorCij is a fourth rank tensor with orthorhombic rotational symmetry, expressed in Voigt notation. The arguments c11, c12, etc, are real numbers.

Figure 6.152. Structure of a Orthorhombic Fourth Rank Tensor

Orthorhombic rank 4 tensor diagram

Structure of a orthorhombic rank 4 tensor. For an explanation of the symbols, see Figure 6.57.