Answers are grounded in this paper and cite their sources.
Refinements leading to accurate structural parameters are possible by using the measured data F2o of a twinned crystal with exactly superimposed reciprocal lattices and accumulating the sum for the n twin domains, Σniαi|kFci|2, of the calculated squared structure factors, |kFci|2, weighted according to the fractional contribution αi of twin i to the total squared structure factor |kFc|2. The derivatives with respect to structural parameters and the overall scale factor (k) may be accumulated similarly. The (n - 1) independent αi should also be refined; here the derivatives are of the form ∂|kFc|2/∂αi = |kFci|2 - |kFcn|2 since αn = 1 -- Σn-1i αi. These procedures have been incorporated into a standard least-squares program for the successful refinement of the low-temperature structure of Ni(en)3SO4. Two domain systems with partial overlap of reciprocal lattices may also be handled.
No takes yet. Share an insight, caveat, or question.
Geoffrey B. Jameson (1982) studied this question.
Synapse has enriched 10 related papers. Consider them for comparative context: