外国的天体力学书籍
外国的天体力学书籍（看一看），如果有想要得给我发邮件吧！容量太大了，传不上去！我还有很多书籍！象微积分，积分表——E文的，天体力学（E文），JEAN MEEUS的〈天文算法〉——E文的。恒星天文学——E文。
我的邮箱是anqi3588782@126.com
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[ 本帖最后由 anqi3588782 于 2007-4-1 11:27 编辑 ] wuchj25@163.com
谢谢LZ 你至少应该给一个列表…… 原帖由 addwater 于 2007-4-1 09:29 发表
你至少应该给一个列表……
抱歉！太多了，而且有的还没有写明作者。
天体力学基础——George W.Collins
天体力学1（E文）Celestial Mechanics (last updated: 2007 February 24)
Part I. Mathematical Preambles
Chapter 1. Numerical Methods
1.1 Introduction
1.2 Numerical Integration
1.3 Quadratic Equations
1.4 The Solution of f(x) = 0
1.5 The Solution of Polynomial Equations
1.6 Failure of the Newton-Raphson Method
1.7 Simultaneous Linear Equations, N = n
1.8 Simultaneous Linear Equations, N < n
1.9 Nonlinear Simultaneous Equations
1.10 Besselian Interpolation
1.11 Fitting a Polynomial to a Set of Points. Lagrange Polynomials. Lagrange Interpolation.
1.12 Fitting a Least Squares Straight Line to a Set of Observational Points
1.13 Fitting a Least Squares Polynomial to a Set of Observational Points
1.14 Legendre Polynomials
1.15 Gaussian Quadrature - the Algorithm
1.16 Gaussian Quadrature - Derivation
1.17 Frequently-needed Numerical Procedures
Chapter 2. Conic Sections
2.1 Introduction
2.2 The Straight Line
2.3 The Ellipse
2.4 The Parabola
2.5 The Hyperbola
2.6 Conic Sections
2.7 The General Conic Section
2.8 Fitting a Conic Section Through Five Points
2.9 Fitting a Conic Section Through n Points
Chapter 3. Plane and Spherical Trigonomtry
3.1 Introduction
3.2 Plane Triangles
3.3 Cylindrical and Spherical Coordinates
3.4 Velocity and Acceleration Components
3.5 Spherical Triangles
3.6 Rotation of Axes, Two Dimensions
3.7 Rotation of Axes, Three Dimensions. Eulerian Angles
3.8 Trigonometrical Formulas
Chapter 4. Coordinate Geometry in Three Dimensions
4.1 Introduction
4.2 Planes and Straight Lines
4.3 The Ellipsoid
4.4 The Paraboloid
4.5 The Hyperboloid
4.6 The Cylinder
4.7 The Cone
4.8 The General Second Degree Equation in Three Dimensions
4.9 Matrices
Chapter 5. Gravitational Field and Potential
5.1 Introduction
5.2 Gravitational Field
5.3 Newton?s Law of Gravitation
5.4 The Gravitational Fields of Various Bodies
5.4.1 Field of a Point Mass
5.4.2 Field on the Axis of a Ring
5.4.3 Plane discs
5.4.4 Infinite Plane Laminas
5.4.5 Hollow Hemisphere
5.4.6 Rods
5.4.7 Solid Cylinder
5.4.8 Hollow Spherical Shell
5.4.9 Solid Sphere
5.4.10 Bubble Inside a Uniform Solid Sphere
5.5 Gauss?s Theorem
5.6 Calculating Surface Integrals
5.7 Potential
5.8 The Gravitational Potentials Near Various Bodies
5.8.1 Potential Near a Point Mass
5.8.2 Potential on the Axis of a Ring
5.8.3 Plane Discs
5.8.4 Infinite Plane Lamina
5.8.5 Hollow Hemisphere
5.8.6 Rods
5.8.7 Solid Cylinder
5.4.8 Hollow Spherical Shell
5.8.9 Solid Sphere
5.9 Work Required to Assemble a Uniform Sphere
5.10 Nabla, Gradient and Divergence
5.11 Legendre Polynomials
5.12 Gravitational Potential of any Massive Body
5.13 Pressure at the Centre of a Uniform Sphere
Part II. Celestial Mechanics
Chapter 6. The Celestial Sphere
6.1 Introduction
6.2 Altazimuth Coordinates
6.3 Equatorial Coordinates
6.4 Conversion Between Equatorial and Altazimuth Coordinates
6.5 Ecliptic Coordinates
6.6 The Mean Sun
6.7 Precession
6.8 Nutation
6.9 The Length of the Year
Chapter 7. Time
Chapter 8. Planetary Motions
8.1 Introduction
8.2 Opposition, Conjunction and Quadrature
8.3 Sidereal and Synodic Periods
8.4 Direct and Retrograde Motion, and Stationary Points
Chapter 9. The Two Body Problem in Two Dimensions
9.1 Introduction
9.2 Kepler?s Laws
9.3 Kepler?s Second Law from Conservation of Angular Momentum
9.4 Some Functions of the Masses
9.5 Kepler?s First and Third Laws from Newton?s Law of Gravitation
9.6 Position in an Elliptic Orbit
9.7 Position in a Parabolic Orbit
9.8 Position in a Hyperbolic Orbit
9.9 Orbital Elements and Velocity Vector
9.10 Osculating Elements
9.11 Mean Distance in an Elliptic Orbit
Chapter 10. Computation of an Ephemeris
10.1 Introduction
10.2 Elements of an Elliptic Orbit
10.3 Some Additional Angles
10.4 Elements of a Circular or Near-circular Orbit
10.5 Elements of a Parabolic Orbit
10.6 Elements of a Hyperbolic Orbit
10.7 Calculating the Position of a Comet or Asteroid
10.8 Quadrant Problems
10.9 Computing an Ephemeris
10.10 Orbital Elements and Velocity Vector
10.11 Hamiltonian Formulation of the Equations of Motion
Chapter 11. Photographic Astrometry
11.1 Introduction
11.2 Standard Coordinates and Plate Constants
11.3 Refinements and Corrections
11.3.1 Parallaxes of the Comparison Stars
11.3.2 Proper Motions of the Comparison Stars
11.3.3 Refraction
11.3.4 Aberration of light
11.3.5 Optical Distortion
11.3.6 Errors, Mistakes and Blunders
Chapter 12. CCD Astrometry
(In preparation)
Chapter 13. Calculation of Orbital Elements
13.1 Introduction
13.2 Triangles
13.3 Sectors
13.4 Kepler?s Second Law
13.5 Coordinates
13.6 Example
13.7 Geocentric and Heliocentric Distances - First Attempt
13.8 Improved Triangle Ratios
13.9 Iterating
13.10 Higher-order Approximation
13.11 Light-time Correction
13.12 Sector-Triangle Ratio
13.13 Resuming the Numerical Example
Chapter 14. General Perturbation Theory
14.1 Introduction
14.2 Contact Transformations and General Perturbation Theory
14.3 The Poisson Brackets for the Orbital Elements
14.4 Lagrange?s Planetary Equations
14.5 Motion Around an Oblate Symmetric Top
Chapter 16. Equivalent Potential and the Restricted Three-Body Problem
16.1 Introduction
16.2 Motion Under a Central Force
16.3 Inverse Square Attractive Force
16.4 Hooke?s Law
16.5 Inverse Fourth Power Force
16.6 The Collinear Lagrangian Points
16.7 The Equilateral Lagrangian Points
Chapter 17. Visual Binary Stars
17.1 Introduction
17.2 Determination of the Apparent Orbit
17.3 The Elements of the True Orbit
17.4 Determination of the Elements of the True Orbit
17.5 Construction of an Ephemeris
Chapter 18. Spectroscopic Binary Stars
18.1 Introduction
18.2 The Velocity Curve from the Elements
18.3 Preliminary Elements from the Velocity Curve
18.4 Masses
18.5 Refinement of the Orbital Elements
18.6 Finding the Period
18.7 Measuring the Radial Velocity 还有
Classical Mechanics (last updated: 2007 January 7)
Chapter 1. Centres of Mass
1.1 Introduction and Some Definitions
1.2 Plane Triangular Lamina
1.3 Plane Areas
1.4 Plane Curves
1.5 Summary of the Formulas for Plane Laminas and Curves
1.6 The Theorems of Pappus
1.7 Uniform Solid Tetrahedron, Pyramid and Cone
1.8 Hollow Cone
1.9 Hemispheres
1.10 Summary
Chapter 2. Moment of Inertia
2.1 Definition of Moment of Inertia
2.2 Meaning of Rotational Inertia
2.3 Moments of Inertia of Some Simple Shapes
2.4 Radius of Gyration
2.5 Plane Laminas and Mass Points distributed in a Plane
2.6 Three-dimensional Solid Figures. Spheres, Cylinders, Cones.
2.7 Three-dimensional Hollow Figures. Spheres, Cylinders, Cones.
2.8 Toroids
2.9 Linear Triatomic Molecule
2.10 Pendulums
2.11 Plane Laminas. Product Moment. Translation of Axes (Parallel Axes Theorem).
2.12 Rotation of Axes
2.13 Momental Ellipse
2.14 Eigenvectors and Eigenvalues
2.15 Solid Body
2.16 Rotation of Axes - Three Dimensions
2.17 Solid Body Rotation. The Inertia Tensor.
2.18 Determination of the Principal Axes
2.19 Moment of Inertia with Respect to a Point
2.20 Ellipses and Ellipsoids
2.21 Tetrahedra
Chapter 3. Systems of Particles
3.1 Introduction
3.2 Moment of a Force
3.3 Moment of Momentum
3.4 Notation
3.5 Linear Momentum
3.6 Force and Rate of Change of Momentum
3.7 Angular Momentum
3.8 Torque
3.9 Comparison
3.10 Kinetic energy
3.11 Torque and Rate of Change of Angular Momentum
3.12 Torque, Angular Momentum and a Moving Point
3.13 The Virial Theorem
Chapter 4. Rigid Body Rotation
4.1 Introduction
4.2 Angular Velocity and Eulerian Angles
4.3 Kinetic Energy
4.4 Lagrange?s Equations of Motion
4.5 Euler?s Equations of Motion
4.6 Force-free Motion of a Rigid Asymmetric Top
4.7 Nonrigid Rotator
4.8 Force-free Motion of a Rigid Symmetric Top
4.9 Centrifugal and Coriolis Forces
4.10 The Top
Chapter 5. Collisions
5.1 Introduction
5.2 Bouncing Balls
5.3 Head-on Collision of a Moving Sphere with an Initially Stationary Sphere
5.4 Oblique Collisions
5.5 Oblique (Glancing) Elastic Collisions, Alternative Treatment
Chapter 6. Motion in a Resisting Medium
6.1 Introduction
6.2 Uniformly Accelerated Motion
6.3 Motion in which the Resistance is Proportional to the Speed
6.4 Motion in which the Resistance is Proportional to the Square of the Speed.
Chapter 7. Projectiles
7.1 No Air Resistance
7.2 Air Resistance Proportional to the Speed
7.3 Air Resistance Proportional to the Square of the Speed
Chapter 8. Impulsive Forces
8.1 Introduction
8.2 Problems
Chapter 9. Conservative Forces
9.1 Introduction
9.2 The Time and Energy Equation
9.3 Examples
9.4 Virtual Work
Chapter 10. Rocket Motion
10.1 Introduction
10.2 An Integral
10.3 The Rocket Equation
10.4 Problems
Chapter 11. Simple and Damped Oscillatory Motion
11.1 Simple Harmonic Motion
11.2 Mass Attached to an Elastic Spring
11.3 Torsion Pendulum
11.4 Ordinary Homogeneous Second-order Differential Equations
11.5 Damped Oscillatory Motion
11.6 Electrical Analogues
Chapter 12. Forced Oscillations
12.1 More on Differential Equations
12.2 Forced Oscillatory Motion
12.3 Electrical Analogue
Chapter 13. Lagrangian Mechanics
13.1 Introduction
13.2 Generalized Coordinates and Generalized Forces
13.3 Holonomic constraints
13.4 The Lagrangian Equations of Motion
13.5 Acceleration Components
13.6 Slithering Soap in Conical Basin
13.7 Slithering Soap in Hemispherical Basin
13.8 More Examples
13.9 Hamilton?s Variational Principle
Chapter 14. Hamiltonian Mechanics
14.1 Introduction
14.2 A Thermodynamics Analogy
14.3 Hamilton?s Equations of Motion
14.4 Examples
Chapter 15. Special Relativity
15.1 Introduction
15.2 The Speed of Light
15.3 Preparation
15.4 Speed is Relative. The Fundamental Postulate of Special Relativity.
15.5 The Lorentz Transformations
15.6 But This Defies Common Sense
15.7 The Lorentz Transformation as a Rotation
15.8 Timelike and Spacelike 4-Vectors
15.9 The FitzGerald-Lorentz Contraction
15.10 Time Dilation
15.11 The Twins Paradox
15.12 A, B and C
15.13 Simultaneity
15.14 Order of Events, Causality and the Transmission of Information
15.15 Derivatives
15.16 Addition of Velocities
15.17 Aberration of Light
15.18 Doppler Effect
15.19 The Transverse and Oblique Doppler Effects
15.20 Acceleration
15.21 Mass
15.22 Momentum
15.23 Some Mathematical Results
15.24 Kinetic Energy
15.25 Addition of Kinetic Energies
15.26 Energy and Mass
15.27 Energy and Momentum
15.28 Units
15.29 Force
15.30 Electromagnetism
Chapter 16. Hydrostatics
16.1 Introduction
16.2 Density
16.3 Pressure
16.4 Pressure on a Horizontal Surface. Pressure at Depth z
16.5 Pressure on a Vertical Surface
16.6 Centre of Pressure
16.7 Archimedes? Principle
16.8 Some Simple Examples
16.9 Floating Bodies
Chapter 17. Vibrating Systems
17.1 Introduction
17.2 The Diatomic Molecule
17.3 Two Masses, Two Springs and a Brick Wall
17.4 Double Torsion Pendulum
17.5 Double Pendulum
17.6 Linear Triatomic Molecule
17.7 Two Masses, Three Springs, Two brick Walls
17.8 Transverse Oscillations of Masses on a Taut String
17.9 Vibrating String
17.10 Water
17.11 A General Vibrating System
17.12 A Driven System
17.13 A Damped Driven System
Chapter 18. The Catenary
18.1 Introduction
18.2 The Intrinsic Equation to the Catenary
18.3 Equation of the Catenary in Rectangular Coordinates, and Other Simple Relations
18.4 Area of a Catenoid
Chapter 19. The Cycloid
19.1 Introduction
19.2 Tangent to the Cycloid
19.3 The Intrinsic Equation to the Cycloid
19.4 Variations
19.5 Motion on a Cycloid, Cusps Up
19.6 Motion on a Cycloid, Cusps Down
19.7 The Brachystochrone Property of the Cycloid
19.8 Contracted and Extended Cycloids
19.9 The Cycloidal Pendulum
19.10 Examples of Cycloidal Motion in Physics
Chapter 20. Miscellanea
20.1 Introduction
20.2 Surface Tension
20.2.1 Excess Pressure Inside Drops and Bubbles
20.2.2 Angle of Contact
20.2.3 Capillary Rise
20.3 Shear Modulus and Torsion Constant
20.4 Viscosity
20.4.1 Poiseuille?s Law
20.4.2 The Couette Viscometer
Appendix A. Miscellaneous Problems
Appendix B. Solutions to Miscellaneous Problems 真想转到软件版去，不过我想更多的知识版同学需要这些资料，就在这里安营扎寨吧
谢谢提供资料！ 好多啊。。。。。。。。。。。。
留下吧：grey_kk007@163.com zqf5@163.net
谢谢 原帖由 武子 于 2007-4-1 09:17 发表
wuchj25@163.com
谢谢LZ
已发过去了，请查收。 原帖由 快乐中微子 于 2007-4-1 17:44 发表
JEAN MEEUS的〈天文算法
kuailezhongweizi@gmail.com
谢了！
目前来看，所谓的软件图书版，不适合这些书。
软件版好象有这个吧？ 原帖由 上古下辛 于 2007-4-1 16:08 发表
好多啊。。。。。。。。。。。。
留下吧：grey_kk007@163.com
已经发过去了，请查收。 柯林斯的那个，在ADS上可以免费下载，还有他的恒星物理基础什么的 原帖由 55555 于 2007-4-2 15:48 发表
zqf5@163.net
谢谢
???
你发送到zqf5@163.net的邮件由于以下原因被退回 : zqf5@163.net SMTP error, RCPT TO: 501 #5.1.1 bad address zqf5@163.net.
？？怎么回事？ 原帖由 geoh 于 2007-4-3 08:54 发表
geoh@qq.com
您看着办吧! 我想全部都要!
然后再转到软件版去! 嘿嘿
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谢谢楼主,为了En文 我在所不惜!
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已经发送，请查收。 引用: anqi3588782 在文中说道:
QUOTE:
原帖由 55555 于 2007-4-2 15:48 发表
zqf5@163.net
谢谢
???
你发送到zqf5@163.net的邮件由于以下原因被退回 ...
哦！不好意思。
zqf5@tom.com
谢谢
[ 本帖最后由 55555 于 2007-4-5 17:56 编辑 ] 原帖由 55555 于 2007-4-5 17:54 发表
哦！不好意思。
zqf5@tom.com
谢谢
已发送，请注意查收！ 值得赞扬！比我大公无私多了！我书都藏枕头底下：）说笑啊！ 谢谢::37::
全部发一份吧，慢慢看::39::
pcet8138@126.com 哦！不好意思。
zqf5@tom.com
谢谢
已发送，请注意查收！
已收到！谢谢！