Reciprocal3DLatticeMixin¶
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class
sknano.core.crystallography.
Reciprocal3DLatticeMixin
[source] [edit on github][source]¶ Bases:
object
Mixin class for computing the 3D reciprocal lattice parameters from the 3D direct lattice parameters.
Attributes
b1
3D reciprocal lattice vector \(\mathbf{b}_1=\mathbf{a}^{*}\). b2
3D reciprocal lattice vector \(\mathbf{b}_2=\mathbf{b}^{*}\). b3
3D reciprocal lattice vector \(\mathbf{b}_3=\mathbf{c}^{*}\). cos_alpha_star
\(\cos\alpha^*\) cos_beta_star
\(\cos\beta^*\) cos_gamma_star
\(\cos\gamma^*\) sin_alpha_star
\(\sin\alpha^*\) sin_beta_star
\(\sin\beta^*\) sin_gamma_star
\(\sin\gamma^*\) Attributes Summary
b1
3D reciprocal lattice vector \(\mathbf{b}_1=\mathbf{a}^{*}\). b2
3D reciprocal lattice vector \(\mathbf{b}_2=\mathbf{b}^{*}\). b3
3D reciprocal lattice vector \(\mathbf{b}_3=\mathbf{c}^{*}\). cos_alpha_star
\(\cos\alpha^*\) cos_beta_star
\(\cos\beta^*\) cos_gamma_star
\(\cos\gamma^*\) sin_alpha_star
\(\sin\alpha^*\) sin_beta_star
\(\sin\beta^*\) sin_gamma_star
\(\sin\gamma^*\) Attributes Documentation
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b1
¶ 3D reciprocal lattice vector \(\mathbf{b}_1=\mathbf{a}^{*}\).
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b2
¶ 3D reciprocal lattice vector \(\mathbf{b}_2=\mathbf{b}^{*}\).
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b3
¶ 3D reciprocal lattice vector \(\mathbf{b}_3=\mathbf{c}^{*}\).
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cos_alpha_star
¶ \(\cos\alpha^*\)
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cos_beta_star
¶ \(\cos\beta^*\)
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cos_gamma_star
¶ \(\cos\gamma^*\)
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sin_alpha_star
¶ \(\sin\alpha^*\)
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sin_beta_star
¶ \(\sin\beta^*\)
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sin_gamma_star
¶ \(\sin\gamma^*\)
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