Acta Cryst. (2008). A64, 341-344 [ doi:10.1107/S0108767307067372 ]
Abstract: If Fexp(i
) are the set of structure factors for a structure f, the amplitudes can be converted to those of an uncorrelated structure g (amplitude swapping) by multiplying each F by the positive number G/F. Correspondingly, the image f is convoluted with k, the Fourier transform of G/F; k has a large peak at the origin, so that f * k ~ f. For swapped phases, the image f is convoluted with l, the Fourier transform of exp(i![[Delta]](/logos/entities/Delta_rmgif.gif)
), where ![[Delta]](/logos/entities/Delta_rmgif.gif)
, the phase difference between F and G, is a random variable; l does not have a large peak at the origin, so that f * l does not resemble f. The paper provides quantitative descriptions of these arguments.
Keywords: phase error; phase swapping.
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