Celestial Mechanics
- Vol II Part 1 – Perturbation Theory
- Disturbing Function
- LAPLACE COEFFICIENTS
- INCLINED CIRCULAR ORBITS
- Delaunay’s Theory
- Delaunay’s Method
- Delaunay’s Operations
- Delaunay’s Lunar Theory
- Vol II Part 2
- Absolute Perturbation
- Perturbation in Rectangular Coordinates
- Hill’s Method
- HANSEN’S THEORY
- Ideal Coordinates
- Hansen’s Method of Integration
- Motion of the Orbital Plane
- NEWCOMB’S THEORY
- Laplace’s Theory
- Newcomb’s Equations of Motion
- GYLDEN’S THEORY
- Gylden’s Intermediary Orbit
- Heuristic Method
- BROWN’S THEORY
- Equations of Motion for a Trojan Asteroid
- Brown’s Intermediary Orbit
- Equation for Variation
- ANDOYER’S THEORY
- Andoyer’s Lunar Theory
- Paloque’s Theory of a Trojan Asteroid
- COMETARY PERTURBATION
- Sphere of Activity
- Capture of a Comet by Jupiter
- BOHLIN’S THEORY
- Bohlin’s Quintic Equation
- SOLUTION BY LAMBERT’S SERIES
- Hill’s Lunar Theory
- HILL’S INTERMEDIARY ORBIT
- Hill’s Equations of Motion
- THE MOTION OF PERIGEE AND NODE
- Equations for Variations
- Terms Depending on m and e
- Other Inequalities
- THE PLANETARY ACTIONS
- Action due to Planets
- Inequality due to the Earth’s Figure