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Basics of continuum plasticity

Chung, Kwansoo.

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Basics of continuum plasticity

紀錄類型:	書目-電子資源 : Monograph/item
正題名/作者:	Basics of continuum plasticity/ by Kwansoo Chung, Myoung-Gyu Lee.
作者:	Chung, Kwansoo.
其他作者:	Lee, Myoung-Gyu.
出版者:	Singapore :Springer Singapore : : 2018.,
面頁冊數:	xvi, 360 p. :ill. (some col.), digital ;24 cm.
內容註:	Part I: One-dimensional Plasticity -- Chapter 1: Introduction to Materials Mechanics -- Chapter 2: Plasticity Characteristics (in Simple Tension/Compression) -- Chapter 3: Instability in Simple Tension Test -- Chapter 4: Physical Plasticity -- Chapter 5: Deformation of Heterogeneous Structures -- Chapter 6: Pure Bending and Beam Theory -- Chapter 7: Torsion -- Part II: Basics of Continuum Mechanics -- Chapter 8: Stress -- Chapter 9: Tensors -- Chapter 10: Gradient, Divergence and Curl -- Chapter 11: Kinematics (Strain) -- Part III: Three-dimensional Plasticity -- Chapter 12: Yield Function -- Chapter 13: Normality Rule for Plastic Deformation -- Chapter 14: Plane Stress Problems for Sheets -- Chapter 15: Hardening Law for Evolution of Yield Surface -- Chapter 16: Stress Update Formulation -- Chapter 17: Formability and Springback of Sheets -- Appendix -- Index.
Contained By:	Springer eBooks
標題:	Continuum mechanics. -
電子資源:	http://dx.doi.org/10.1007/978-981-10-8306-8
ISBN:	9789811083068

Basics of continuum plasticity
Chung, Kwansoo.

Basics of continuum plasticity[electronic resource] /by Kwansoo Chung, Myoung-Gyu Lee. - Singapore :Springer Singapore :2018. - xvi, 360 p. :ill. (some col.), digital ;24 cm.

Part I: One-dimensional Plasticity -- Chapter 1: Introduction to Materials Mechanics -- Chapter 2: Plasticity Characteristics (in Simple Tension/Compression) -- Chapter 3: Instability in Simple Tension Test -- Chapter 4: Physical Plasticity -- Chapter 5: Deformation of Heterogeneous Structures -- Chapter 6: Pure Bending and Beam Theory -- Chapter 7: Torsion -- Part II: Basics of Continuum Mechanics -- Chapter 8: Stress -- Chapter 9: Tensors -- Chapter 10: Gradient, Divergence and Curl -- Chapter 11: Kinematics (Strain) -- Part III: Three-dimensional Plasticity -- Chapter 12: Yield Function -- Chapter 13: Normality Rule for Plastic Deformation -- Chapter 14: Plane Stress Problems for Sheets -- Chapter 15: Hardening Law for Evolution of Yield Surface -- Chapter 16: Stress Update Formulation -- Chapter 17: Formability and Springback of Sheets -- Appendix -- Index.

This book describes the basic principles of plasticity for students and engineers who wish to perform plasticity analyses in their professional lives, and provides an introduction to the application of plasticity theories and basic continuum mechanics in metal forming processes. This book consists of three parts. The first part deals with the characteristics of plasticity and instability under simple tension or compression and plasticity in beam bending and torsion. The second part is designed to provide the basic principles of continuum mechanics, and the last part presents an extension of one-dimensional plasticity to general three-dimensional laws based on the fundamentals of continuum mechanics. Though most parts of the book are written in the context of general plasticity, the last two chapters are specifically devoted to sheet metal forming applications. The homework problems included are designed to reinforce understanding of the concepts involved. This book may be used as a textbook for a one semester course lasting fourteen weeks or longer. This book is intended to be self-sufficient such that readers can study it independently without taking another formal course. However, there are some prerequisites before starting this book, which include a course on engineering mathematics and an introductory course on solid mechanics.

ISBN: 9789811083068

Standard No.: 10.1007/978-981-10-8306-8doiSubjects--Topical Terms:

535472
Continuum mechanics.

LC Class. No.: QA808.2 / .C486 2018

Dewey Class. No.: 620.11233

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505 0 $a Part I: One-dimensional Plasticity -- Chapter 1: Introduction to Materials Mechanics -- Chapter 2: Plasticity Characteristics (in Simple Tension/Compression) -- Chapter 3: Instability in Simple Tension Test -- Chapter 4: Physical Plasticity -- Chapter 5: Deformation of Heterogeneous Structures -- Chapter 6: Pure Bending and Beam Theory -- Chapter 7: Torsion -- Part II: Basics of Continuum Mechanics -- Chapter 8: Stress -- Chapter 9: Tensors -- Chapter 10: Gradient, Divergence and Curl -- Chapter 11: Kinematics (Strain) -- Part III: Three-dimensional Plasticity -- Chapter 12: Yield Function -- Chapter 13: Normality Rule for Plastic Deformation -- Chapter 14: Plane Stress Problems for Sheets -- Chapter 15: Hardening Law for Evolution of Yield Surface -- Chapter 16: Stress Update Formulation -- Chapter 17: Formability and Springback of Sheets -- Appendix -- Index.
520 $a This book describes the basic principles of plasticity for students and engineers who wish to perform plasticity analyses in their professional lives, and provides an introduction to the application of plasticity theories and basic continuum mechanics in metal forming processes. This book consists of three parts. The first part deals with the characteristics of plasticity and instability under simple tension or compression and plasticity in beam bending and torsion. The second part is designed to provide the basic principles of continuum mechanics, and the last part presents an extension of one-dimensional plasticity to general three-dimensional laws based on the fundamentals of continuum mechanics. Though most parts of the book are written in the context of general plasticity, the last two chapters are specifically devoted to sheet metal forming applications. The homework problems included are designed to reinforce understanding of the concepts involved. This book may be used as a textbook for a one semester course lasting fourteen weeks or longer. This book is intended to be self-sufficient such that readers can study it independently without taking another formal course. However, there are some prerequisites before starting this book, which include a course on engineering mathematics and an introductory course on solid mechanics.
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