Note on the greatest value of the Bijvoet ratio

Singh, AK (1970) Note on the greatest value of the Bijvoet ratio. Acta Crystallographica, A26. pp. 381-382.

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The greatest value of the Bijvoet ratio A I j l , has been studied as n function of I . It is shown that the maximum13; value of A l i l i s 2 which occurs only when 1x2264;1c=28(x2211;fx)2 if x2211;fA(x2211;fn)vl+S2x2211;fa otherwise le=2s2l(l +s2) (x2211;fN)2 (fN is the scattering factor of the normal scatterers and fA the real part of scattering factor of the anomalous scatterers): 8= AJ/f.,. For I x2264; lc, the greatest value decreases approximate as the inverse of I and rapidly approaches zero as the maximum possible \.slue o f l l s reached.13; 13; 13; 13;

Item Type: Article
Additional Information: Copyright for this article belongs to blackwell-synergy
Uncontrolled Keywords: Bijvoet ratio;Non-centrosymmetric structure
Subjects: AERONAUTICS > Aeronautics (General)
Depositing User: M/S ICAST NAL
Date Deposited: 22 May 2008
Last Modified: 17 Jun 2010 05:50

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