Mathematical Operators
Vectors are in bold. Unless specified, diffraction means “normal diffraction” (opp. anomalous diffraction).
^ | vector product |
⋅ | scalar product |
⊗ | convolution product |
* | as a superscript of a matrix, stands for the complex conjugated |
* | as a superscript of a vector, stands for the vector of the reciprocal space |
: | division of tensors |
erfc | complementary error function |
erfi | complex error function |
[MO 1]
E1(y) | exponential integral with complex argument |
[MO 2]
<> | arithmetic average of a tensor |
geometric average of a tensor |
Tensor notations
Tensors are represented by matrices, following the [Nye 1957] notation, for instance for a 2nd order tensor:
non-zero values | |
—— | identical values (different from zero) |
—— | opposite values |
twice the component to which it ... |
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