作者: E. Dodson , M. Vijayan
DOI: 10.1107/S0567740871005946
关键词: Fourier transform 、 Atom (order theory) 、 Chemistry 、 Statistical physics 、 Explained sum of squares 、 Acentric factor 、 Function (mathematics) 、 Crystallography 、 Substitution (logic) 、 Form factor (quantum field theory) 、 Weighting
摘要: Some problems associated with the determination and refinement of heavy-atom parameters in protein derivatives using totally acentric data are critically examined aid calculations on model systems. The difference Patterson (ΔF 2 Patterson) synthesis is found to be a good approximation vector map even when substitution high. A theoretical expansion for coefficients conventional Fourier given. quality decreases rapidly increasing substitution. Theoretical considerations show that background noise closely resembles features map. Statistical errors X-ray likely lead systamatic overestimation occupancy factors refined by least-squares method against contributions estimated from isomorphous anomalous differences. Refined reasonably, close their true values can, however, obtained either empirically evaluated k (the ratio between real imaginary parts form factor) estimating contribution or applying suitable weighting functions terms minimization function. aspects based tbe sum squares lack-of-closure also discussed.