Two tools for the science of material effort

This paper discusses the science of material effort from the historical viewpoint.Two general scientific tools: the geometrical descriptive method of Mohr, and the energetic method of Huber are compared and evaluated from the very beginning.Three appropriate stress invariants are taken into account: stress intensity, stress triaxiality and stress shearness.Especially, much attention is devoted to explanation of the stress shearness invariant, which aims at describing the Lode parameter in a more analytical manner.Two different tools of finding a proper yield surface which contains the above mentioned three stress invariants are discussed in the literature perspective.In particular, the three-parameter yield surface, called the Burzyski-Pcherski hypothesis is researched and explained from this new point of view.

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Publication Details

Journal
Journal of Theoretical and Applied Mechanics/Mechanika Teoretyczna i Stosowana
Published
2024-11-06
DOI
https://doi.org/10.15632/jtam-pl/194319
Primary Topic
Manufacturing Process and Optimization
Type
article
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article

Two tools for the science of material effort

Janusz Badur, Waldemar Dudda, Zdzisław Nowak, Tomasz Ochrymiuk
Journal of Theoretical and Applied Mechanics/Mechanika Teoretyczna i Stosowana
Manufacturing Process and Optimization
article

Two tools for the science of material effort

Janusz Badur, Waldemar Dudda, Zdzisław Nowak, Tomasz Ochrymiuk
article en

Abstract

This paper discusses the science of material effort from the historical viewpoint.Two general scientific tools: the geometrical descriptive method of Mohr, and the energetic method of Huber are compared and evaluated from the very beginning.Three appropriate stress invariants are taken into account: stress intensity, stress triaxiality and stress shearness.Especially, much attention is devoted to explanation of the stress shearness invariant, which aims at describing the Lode parameter in a more analytical manner.Two different tools of finding a proper yield surface which contains the above mentioned three stress invariants are discussed in the literature perspective.In particular, the three-parameter yield surface, called the Burzyski-Pcherski hypothesis is researched and explained from this new point of view.

Journal of Theoretical and Applied Mechanics/Mechanika Teoretyczna i StosowanaVol. 62(4)
Institute of Fundamental Technological Research (PL), Institute of Fluid Flow-Machinery (PL), University of Warmia and Mazury in Olsztyn (PL)
Openalex Percentile: Top 72%
Manufacturing Process and Optimization
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