Equivalent Stress Concept for Limit State Analysis

Nonfiction, Science & Nature, Technology, Material Science, Science, Physics, Mechanics
Cover of the book Equivalent Stress Concept for Limit State Analysis by Vladimir A. Kolupaev, Springer International Publishing
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Author: Vladimir A. Kolupaev ISBN: 9783319730493
Publisher: Springer International Publishing Publication: January 18, 2018
Imprint: Springer Language: English
Author: Vladimir A. Kolupaev
ISBN: 9783319730493
Publisher: Springer International Publishing
Publication: January 18, 2018
Imprint: Springer
Language: English

This book discusses arbitrary multiaxial stress states using the concept of equivalent stress. It highlights the most useful criteria, which can be applied to various classes of isotropic materials. Due to its simplicity and clarity, this concept is now widely used in component design, and many strength and yield criteria based on the equivalent stress concept have been formulated. Choosing the appropriate criterion for a given material remains the main challenge in applications. 

The most useful criteria can be applied best when the plausibility assumptions are known. Accordingly, the book introduces fitting methods based on mathematical, physical, and geometrical objective functions. It also features a wealth of examples that demonstrate the application of different approaches in modeling certain limit behaviors.

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This book discusses arbitrary multiaxial stress states using the concept of equivalent stress. It highlights the most useful criteria, which can be applied to various classes of isotropic materials. Due to its simplicity and clarity, this concept is now widely used in component design, and many strength and yield criteria based on the equivalent stress concept have been formulated. Choosing the appropriate criterion for a given material remains the main challenge in applications. 

The most useful criteria can be applied best when the plausibility assumptions are known. Accordingly, the book introduces fitting methods based on mathematical, physical, and geometrical objective functions. It also features a wealth of examples that demonstrate the application of different approaches in modeling certain limit behaviors.

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