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Distribution laws for microplastic deformations |
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| Authors: | V V Ostashev O D Shevchenko |
| Abstract: | Calculations and construction of bispectra are used to show that the deviation of the probability density of microplastic deformations from a normal distribution law is a measure of the evolution of synchronization effects and a measure of the completeness of the relaxation processes determining the plasticity of the material. Pis’ma Zh. Tekh. Fiz. 24, 28–30 (July 26, 1998) |
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