连续力学中的数学模型(英文版)

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  • 版 次:1
  • 页 数:288
  • 字 数:
  • 印刷时间:2003年09月01日
  • 开 本:
  • 纸 张:胶版纸
  • 包 装:平装
  • 是否套装:否
  • 国际标准书号ISBN:9787506265607
作者:R.Temam,A.Miranville 著出版社:世界图书出版公司出版时间:2003年09月 
内容简介
At a time when mathematical modeling is pervading many areas of science and master's degree programs in industrial mathematics are being initiated in many universities, this book is intended as an introduction to continuum mechanics and mathematical modeling. One of the aims of the book is to reduce the gap slightly between mathematics and this area of natural science - a gap that is usually due to the language barrier and to the differences in thinking and reasoning. This book is written in a style suitable for mathematicians and adapted to their training. We have tried to remain very close to physics and to mathematics at the same time by making, in particular, a clear separation between what is assumed and what is proved. As it is, the book may appeal as well to a broader audience, such as engineers who would like to have a different perspective on the field, relying less on physical intuition, and advanced researchers who would like an introduction to a field new to them.
目  录
Introduction
A Few Words About Notations
PART ONE. FUNDAMENTAL CONCEPTS IN CONTINUUM MECHANICS
 1 Describing the Motion of a System: Geometry and Kinematics
  1.1 Deformations
  1.2 Motion and Its Observation Kinematics
  1.3 Description of the Motion of a System: Eulerian and Lagrangian Derivatives
  1.4 Velocity Field of a Rigid Body: Helicoidal Vector Fields
  1.5 Differentiation of a Volume Integral Depending on a Parameter
 2 The Fundamental Law of Dynamics
  2.1 The Concept of Mass
  2.2 Forces
  2.3 The Fundamental Law of Dynamics and Its First Consequences
  2.4 Application to Systems of Material Points and to Rigid Bodies

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