A probabilistic stress-life model supported by weakest link principle and highly-stressed volume/surface area concepts

Author:

Marques Julian Marcell Enzveiler,Mžourek Matěj,Papuga Jan,Růžička Milan,Benasciutti Denis

Publisher

Elsevier BV

Subject

Industrial and Manufacturing Engineering,Mechanical Engineering,Mechanics of Materials,General Materials Science,Modeling and Simulation

Reference40 articles.

1. 32—X.—Tensile Tests for Cotton Yarns v.—“The Weakest Link” Theorems on the Strength of Long and of Composite Specimens. Journal of the Textile Institute;Pierce;Transactions,1926

2. Weibull W. A Statistical Theory of the Strength of Materials. Proceedings of the Royal Swedish Institute for Engineering Research, 1939; (No. 151).

3. Non-local stress approach for fatigue assessment based on weakest-link theory and statistics of extremes;Wormsen;Fatigue Fract Engng Mater Struct,2007

4. Probabilistic modelling of notch fatigue and size effect of components using highly stressed volume approach;Ai;Int J Fatigue,2019

5. Kuguel R. Highly stressed volume of material as a fundamental parameter in fatigue strength of metal members. University of Illinois at Urbana-Champaign, Technical Reports - Theoretical and Applied Mechanics, TAM R 169, 1960.

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