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Mathematical Correction for Stress in Removed Layers in X-Ray Diffraction Residual Stress Analysis
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English
Abstract
DETERMINATION of subsurface residual stresses by X-ray diffraction and layer removal requires correction in the stresses as measured. The significance of the correction is proportional to the magnitude of relieved stress in the layer and to the depths involved.
Correction formulas are developed for the solid circular cylinder, the hollow cylinder or tube, and the flat plate. Symmetric and non-symmetric peripheral stresses are taken for the solid cylinder. Examples are shown and limitations and applications of the formulas are discussed.
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Authors
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Citation
Moore, M. and Evans, W., "Mathematical Correction for Stress in Removed Layers in X-Ray Diffraction Residual Stress Analysis," SAE Technical Paper 580035, 1958, https://doi.org/10.4271/580035.Also In
References
- “Structures of Metals,” Barrett, C. S. McGraw-Hill New York 1952
- Transactions of American Society for Metals Vol. 45 1953 638 676 “X-Ray Measurement of Residual Stress in Hardened High Carbon Steel,” Christenson A. L. Rowland. E. S.
- “Mathematical Theory of Elasticity,” Sokolnikoff, I. S. McGraw-Hill New York 1956
- “Theory of Elasticity,” Timoshenko S. Goodier, J. N. 59 60 McGraw-Hill New York 1951