《經典力學：質點系和哈密頓動力學（第2版影印版）》是2019年由世界圖書出版公司出版的一本圖書
基本介紹
- ISBN：9787519255329
- 出版時間：2019-02-01
出版信息,作者簡介,內容簡介,目錄,
出版信息
作者簡介
本書作者W. Griner是德國理論物理學家，著有13卷集的“理論物理學教程”，這套書也讓作者享譽全世界，成為全球眾多高校物理學高年級本科生和研究生的教材和標準參考用書。
內容簡介
德國著名理論物理學家W．Griner等教授撰寫的13卷集“理論物理學教科書”，是一套內容完整實用面向大學生和碩士研究生的現代物理學教材。它以系統的、統一的、連貫的方式闡述了現代理論物理學的各個方面。本套教材的特點：①取材新穎。作者十分重視新實驗數據對理論物理學概念發展和深化的重要作用，不斷引人大量新的材料擴充其內容。②內容敘述簡明、清晰、易懂，數學推導詳盡。③每卷中都輸入了數以百計的例題和習題，並均給出了詳細的解答。這在當前理物理學的大量出版物中是極為難得的，它能幫助和輔導學生把理論物理學的概念與方法套用於解決物理學家感興趣的實驗問題。④書中每章後附有與本章內容有關的科學家傳略。內容包括5部分：移動坐標系中的牛頓力學；質點系力學；振動系統；剛體力學；拉格朗日方程；哈密頓理論；非線性動力學。
目錄
Part I Newtonian Mechanics in Moving Coordinate Systems
1 Newton's Equations in a Rotating Coordinate System
1.1 Introduction of the Operator D
1.2 Formulation of Newton's Equation in the Rotating Coordinate System
1.3 Newton's Equations in Systems with Arbitrary Relative Motion
2 Free Fall on the Rotating Earth
2.1 Perturbation Calculation
2.2 Method of Successive Approximation
2.3 Exact Solution
3 Foucault's Pendulum
3.1 Solution of the Differential Equations
3.2 Discussion of the Solution
Part II Mechanics of Particle Systems
4 Degrees of Freedom
4.1 Degrees of Freedom of a Rigid Body
5 Center of Gravity
6 Mechanical Fundamental Quantities of Systems of Mass Points
6.1 Linear Momentum of the Many-Body System
6.2 Angular Momentum of the Many-Body System
6.3 Energy Law of the Many-Body System
6.4 Transformation to Center-of-Mass Coordinates
6.5 Transformation of the Kinetic Energy
Part III Vibrating Systems
7 Vibrations of Coupled Mass Points
7.1 The Vibrating Chain
8 The Vibrating String
8.1 Solution of the Wave Equation
8.2 Normal Vibrations
9 Fourier Series
10 The Vibrating Membrane
10.1 Derivation of the Differential Equation
10.2 Solution of the Differential Equation
1 Newton's Equations in a Rotating Coordinate System
1.1 Introduction of the Operator D
1.2 Formulation of Newton's Equation in the Rotating Coordinate System
1.3 Newton's Equations in Systems with Arbitrary Relative Motion
2 Free Fall on the Rotating Earth
2.1 Perturbation Calculation
2.2 Method of Successive Approximation
2.3 Exact Solution
3 Foucault's Pendulum
3.1 Solution of the Differential Equations
3.2 Discussion of the Solution
Part II Mechanics of Particle Systems
4 Degrees of Freedom
4.1 Degrees of Freedom of a Rigid Body
5 Center of Gravity
6 Mechanical Fundamental Quantities of Systems of Mass Points
6.1 Linear Momentum of the Many-Body System
6.2 Angular Momentum of the Many-Body System
6.3 Energy Law of the Many-Body System
6.4 Transformation to Center-of-Mass Coordinates
6.5 Transformation of the Kinetic Energy
Part III Vibrating Systems
7 Vibrations of Coupled Mass Points
7.1 The Vibrating Chain
8 The Vibrating String
8.1 Solution of the Wave Equation
8.2 Normal Vibrations
9 Fourier Series
10 The Vibrating Membrane
10.1 Derivation of the Differential Equation
10.2 Solution of the Differential Equation
