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(Created this page because I couldn't find this formula on the web.) |
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The resolution of a reflection <math>(hkl)</math> is defined as the inverse of the reciprocal lattice vector, i.e. <math>r = \sqrt{\frac{1}{\mathbf{d}^{*} \cdot <mathbf{d}^{*}}}</math> with <math> \mathbf{d}^{*} = h \mathb{a}^{*} + k {b}^{*} + l \mathb{c}^{*}</math>. | The resolution of a reflection <math>(hkl)</math> is defined as the inverse of the reciprocal lattice vector, i.e. <math>r = \sqrt{\frac{1}{\mathbf{d}^{*} \cdot <mathbf{d}^{*}}}</math> with <math> \mathbf{d}^{*} = h \mathb{a}^{*} + k {b}^{*} + l \mathb{c}^{*}</math>. | ||