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经典力学：质点系和哈密顿动力学第2版

正版保障假一赔十可开发票

140.34 7.8折 179 全新

库存2件

广东广州

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作者（德）Walter Greiner（W.格雷钠）

出版社世界图书出版公司

ISBN9787519255329

出版时间2019-02

装帧平装

开本16开

定价179元

货号26921631

上书时间2024-11-01

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商品描述: 目录
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
    10.3  Inclusion of the Boundary Conditions
    10.4  Eigenfrequencies
    10.5  Degeneracy
    10.6  Nodal Lines
    10.7  General Solution
    10.8  Superposition of Node Line Figures
    10.9  The Circular Membrane
    10.10 Solution of Bessel's Differential Equation
Part IV  Mechanics of Rigid Bodies
  11  Rotation About a Fixed Axis
    11.1  Moment of Inertia
    11.2  The Physical Pendulum
  12  Rotation About a Point
    12.1  Tensor of Inertia
    12.2  Kinetic Energy of a Rotating Rigid Body
    12.3  The Principal Axes of Inertia
    12.4  Existence and Orthogonality of the Principal Axes
    12.5  Transformation of the Tensor of Inertia

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经典力学：质点系和哈密顿动力学第2版

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