Abstract

The method described in the preceding papers has been applied to the single isomorphous replacement (SIR) case with the replacing atoms in a centrosymmetric arrangement. Two kinds of phase ambiguities simultaneously occurred in this example. One is inherent in the SIR method and was resolved by calculating the probabilities P+(ΔϕH). The other comes from the special arrangement of the replacing atoms and was treated by a multi-solution procedure with random starting sign sets. A new figure of merit was used to predict the quality of the solutions. The method has been verified using a set of error-free data from the model structures of a protein and its heavy- atom derivative.

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