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Understanding single-crystal x-ray crystallography / Dennis W Bennett.

By: Bennett, Dennis W.
Publisher: Weinheim : Wiley-VCH Verlag GmbH & Co. KGaA, 2010Description: xv, 807 p. : ill. (some col.).ISBN: 9783527326778.Subject(s): X-ray crystallography | Crystal latticesDDC classification: 548.8 Online resources: Click here to access online
Contents:
Crystal lattices -- Crystal symmetry -- Crystal diffraction : theory -- Crystal diffraction : experiment -- Crystal diffraction : data -- Crystal structure solution : experimental -- Crystal structure solution : statistical -- Crystal structure refinement -- A geometric derivation of Bragg's Law -- The Fourier transform : electron density & the structure factor -- Determination of the phase parameter in the amplitude reflectivity ratio -- Reflection from a single plane -- A discussion of kinematical models for extinction -- Probability integrals : the modified Bessel function -- Monte Carlo optimization : a simple example -- Constrained optimization -- Taylor series.
List(s) this item appears in: science
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Item type Current location Call number Status Date due Barcode Item holds
Books Books Mahatma Gandhi University Library
General Stacks 		548.8 Q0;1 (Browse shelf) Available 50578
Books Books Mahatma Gandhi University Library
General Stacks 		548.8 Q0 (Browse shelf) Available 49326
Total holds: 0

Includes bibliographical references (p. [789]-799) and index.

Crystal lattices -- Crystal symmetry -- Crystal diffraction : theory -- Crystal diffraction : experiment -- Crystal diffraction : data -- Crystal structure solution : experimental -- Crystal structure solution : statistical -- Crystal structure refinement -- A geometric derivation of Bragg's Law -- The Fourier transform : electron density & the structure factor -- Determination of the phase parameter in the amplitude reflectivity ratio -- Reflection from a single plane -- A discussion of kinematical models for extinction -- Probability integrals : the modified Bessel function -- Monte Carlo optimization : a simple example -- Constrained optimization -- Taylor series.

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