OOF2: The Manual
| D2Rank3Tensor | ||
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6.7.2. Rank 3 Tensors |  |
Name
D2Rank3Tensor — A rank 3 tensor with D2 symmetry
Synopsis
D2Rank3Tensor(d14,
d25, d36)
Description
A D2Rank3Tensor is a third rank tensor with
D2 point group symmetry. The arguments d14,
d25, and d36 are
real numbers. The first integer in each argument name is a space
index (1, 2, or 3) and the second is a Voigt index (1 through 6).
Figure 6.132. Structure of a D2 Third Rank Tensor
Structure of a D2 rank 3 tensor. For an explanation of the symbols, see Figure 6.57.
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| CsRank3Tensor |  |
C2vRank3Tensor |