Abstract
A method is described whereby an electronic computer, the EDSAC, may be used to select a set, or sets, of signs for the coefficients
F
(h) of a Fourier series, such that the Fourier series, satisfies a certain condition. This condition is expressed as X ≡ Ʃ
h
Ʃ
h
'
P
(h,h')
S
(h)
S
(h')
S
(h+h')≽
X
0
, where
S
(h) denotes the sign of
F
(h) and
P
(h, h') is a weighting factor related to the probability that
S
(h)
S
(h') =
S
(h+h'). In certain circumstances the determination of a crystal structure which is beyond the range of other direct methods is possible by this procedure.
Reference12 articles.
1. Cochran W. 1952
2. Acta Cryst. 6, 260;Cochran W.;ActaCryst.,1953
3. A New Application of EDSAC to Crystal Structure Analysis
4. Cochran W. & Woolfson M. M. 1955 Acta Cryst. (To be published.)
5. Douglas A. M. B. 1950 Acta Cryst. 3 19.
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