Introduction to Continuum Mechanics
Continuum mechanics is the basis for static and dynamic analysis of two-dimensional structures and three-dimensional continua. Continuum mechanics is crucial because it provides a mathematical framework to understand and predict the behavior of deformable bodies (solids and fluids) by treating matter as a continuous medium, enabling analysis of stress, strain, and motion on a macroscopic scale

This book begins with a brief introduction to the concept of continuum environments in an easy to understand language. Then, mathematic relations and formulas, which are required for describing the main concepts are presented. The next chapters are dedicated to the topics of stress, strain, the continuum mechanics laws, elasticity, and viscoelasticity. The definitions and concepts are explained, and the governing laws are expressed mathematically. Complex mathematical formulations are presented in a way that allows students to understand the concepts. The book includes many examples to make it easier for students to learn and understand these topics. In the final chapter, some applications of continuum mechanics in the real world are mentioned.

1147997546
Introduction to Continuum Mechanics
Continuum mechanics is the basis for static and dynamic analysis of two-dimensional structures and three-dimensional continua. Continuum mechanics is crucial because it provides a mathematical framework to understand and predict the behavior of deformable bodies (solids and fluids) by treating matter as a continuous medium, enabling analysis of stress, strain, and motion on a macroscopic scale

This book begins with a brief introduction to the concept of continuum environments in an easy to understand language. Then, mathematic relations and formulas, which are required for describing the main concepts are presented. The next chapters are dedicated to the topics of stress, strain, the continuum mechanics laws, elasticity, and viscoelasticity. The definitions and concepts are explained, and the governing laws are expressed mathematically. Complex mathematical formulations are presented in a way that allows students to understand the concepts. The book includes many examples to make it easier for students to learn and understand these topics. In the final chapter, some applications of continuum mechanics in the real world are mentioned.

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Introduction to Continuum Mechanics

Introduction to Continuum Mechanics

Introduction to Continuum Mechanics

Introduction to Continuum Mechanics

Overview

Continuum mechanics is the basis for static and dynamic analysis of two-dimensional structures and three-dimensional continua. Continuum mechanics is crucial because it provides a mathematical framework to understand and predict the behavior of deformable bodies (solids and fluids) by treating matter as a continuous medium, enabling analysis of stress, strain, and motion on a macroscopic scale

This book begins with a brief introduction to the concept of continuum environments in an easy to understand language. Then, mathematic relations and formulas, which are required for describing the main concepts are presented. The next chapters are dedicated to the topics of stress, strain, the continuum mechanics laws, elasticity, and viscoelasticity. The definitions and concepts are explained, and the governing laws are expressed mathematically. Complex mathematical formulations are presented in a way that allows students to understand the concepts. The book includes many examples to make it easier for students to learn and understand these topics. In the final chapter, some applications of continuum mechanics in the real world are mentioned.

Product Details

ISBN-13: 9783032050755
Publisher: Springer Nature Switzerland
Publication date: 12/23/2025
Series: Synthesis Lectures on Mechanical Engineering
Pages: 154
Product dimensions: 6.61(w) x 9.45(h) x (d)

About the Author

Kamran Hassani is an associate professor at the School of Mechanical, Industrial, and Aeronautical Engineering of Witwatersrand University in Johannesburg, South Africa. Before that, he was an associate professor at the Department of Biomechanics of the Islamic Azad University in Tehran, Iran, and served as its head for 12 years. His research focuses on biomechanics, mainly cardiovascular engineering.

Farhad Azimifar is an assistant professor in the Department of Biomedical Engineering at the Faculty of Engineering and Technology in the Khorasgan Branch of the Islamic Azad University in Isfahan, Iran. His research fields are biomedical engineering (biomechanics), surgical robotics, and biomechatronics.

Table of Contents

Chapter 1: Introduction.- Chapter 2:Required Mathematics.- Chapter 3:Stress.- Chapter 4:Strain.- Chapter 5:The continuum mechanics laws.- Chapter 6:Elasticity.- Chapter 7: Viscoelasticity.- Chapter 8:Applications.

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