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Deformations of an elastic earth /
Deformations of an elastic earth.
| Clasificación: | Libro Electrónico |
|---|---|
| Autor principal: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
New York :
Academic Press,
1982.
|
| Colección: | International geophysics series ;
v. 31. |
| Temas: | |
| Acceso en línea: | Texto completo Texto completo |
Tabla de Contenidos:
- Front Cover; Deformations of an Elastic Earth; Copyright Page; Contents; Preface; Chapter I. Concepts of Physical Geodesy; 1.00 Introduction; 1.01 Differential Geometry of a Surface of Revolution; 1.02 Some Properties of the Ellipse. Definition of Ellipsoidal Coordinates; 1.03 Potential of the Ellipsoid Expressed in Terms of Ellipsoidal Coordinates; 1.04 Normal Gravity; 1.05 Some Series Expansions and the Gravity Formula; 1.06 Potential of the Ellipsoid Expressed by Means of Spherical Harmonics; 1.07 Stokes Formula for Geoidal Heights
- 1.08 Deflection of the Vertical and the Formula of Vening-Meinesz1.09 Computational Techniques; 1.10 Determination of the Geoid by Astrogeodetic Methods: Helmert Formula and Shift in Geodetic Datum; Chapter II. Hydrostatic Equilibrium and Earth Density Models; 2.00 Introduction; 2.01 Equilibrium Configuration of a Rotating Body of Arbitrary Density; 2.02 Clairaut Equation Expressed up to Third-Order Terms; 2.03 Exterior Potential and Moments of Inertia; 2.04 Density Distortion Generated by Rotation; 2.05 Considerations on Earth Density Models; 2.06 Introduction to Numerical Methods
- Chapter IV. Solution of the Linearized Navier-Stokes Equations4.00 Introduction; 4.01 Boussinesq Theory for an Elastic Flat Plate; 4.02 Asymptotic Behavior of the Load Numbers; 4.03 Poisson Sum of Certain Legendre Series. Evaluation of the Stokes Series; 4.04 Computation of the Spheroidal Deformations of the Earth; 4.05 Dynamics of the Liquid Core; 4.06 Numerical Results; Chapter V. Precessional and Nutational Motions of a Rigid Earth; 5.00 Introduction; 5.01 Motion of a Rigid Earth about Its Center of Gravity; 5.02 Precession and Nutation of the Rotational Axis
- 5.03 Eulerian Motion and Lunisolar Perturbations5.04 Development of the Disturbing Function. Motion of the Ecliptic and Equinox of Date; 5.05 Solution of the Poisson Equations in Terms of the Lunar and Solar Theories; 5.06 Dynamics of a System of Two Rigid Bodies of Comparable Size; Chapter VI. Ocean Tides; 6.00 Introduction; 6.01 Laplace Tidal Equations; 6.02 Darwin's Power Series Solutions; 6.03 Hough's Solutions in Spherical Harmonics; 6.04 Potential of the Tide-Generating Forces; 6.05 Some Considerations on the Lunar Orbit; 6.06 Classification of Tides