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- W263743119 abstract "It is demonstrated that a crystal of arbitrary shape filled with a fine random distribution of centers of dilatation will dilate homogeneously. No elastic approximations are made, and the results should hold for strains of any magnitude. By use of an average and a perfect reference lattice embedded in the strained crystal, it is then shown that the lattice dilatation as measured by x- ray lattice-parameter messurements and by macroscopic dimensional measurements should be the same along any direction when the number of substitutional atomic sites remains coretant. Perturbing effects due to x-ray diffuse scattering should cause negligible error in determining the positiore of the Laue-Bragg maxima under usual conditions. All results should apply also to the csee of thermal dilatation at temperatures up to the melting point. The use of dereity measurements in the determination of point-defect concentrations is discussed. Experimental data are reviewed. (auth)" @default.
- W263743119 created "2016-06-24" @default.
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- W263743119 date "1960-05-01" @default.
- W263743119 modified "2023-09-27" @default.
- W263743119 title "CHANGES IN MACROSCOPIC SHAPE, LATTICE PARAMETER, AND DENSITY IN CRYSTALS DUE TO POINT DEFECTS. Technical Report No. 22" @default.
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