Computer analysis of equations using Mathematica (original) (raw)
Related papers
An analytic investigation into the behavior of Kepler’s equation1
2008
Programming and Computer Software, 2019
Notes on the Motion of Celestial Bodies
JAMP, 2020
Methods of Astrodynamics, a Computer Approach
A model for non-circular orbits derived from a two-step linearisation of the Kepler laws
Scientific Research Publishing
The Schwarzschild problem: a model for the motion in the solar system
1997
Nonlinear Celestial Mechanics Orbits Revisited: An Effective Relativistic Lagrangean Approach
Physics & Astronomy International Journal, 2017
Numerical relativity as a tool for computational astrophysics
Journal of Computational and Applied Mathematics, 1999
Celestial mechanics with geometric algebra
Celestial Mechanics, 1983
Kepler's equation and some of its pearls
American Journal of Physics, 2018
Motion of the planets: the calculation and visualization in Mathcad
The Use of CAS Piranha for the Construction of Motion Equations of the Planetary System Problem
Applications of Computer Algebra, 2017
Relativistic equations of motion of celestial bodies
Symposium - International Astronomical Union, 1996
Mathematics of a new theory for celestial orbits
The theory of Enceladus and Dione: An application of computerized algebra in dynamical astronomy
1974
The Motion of Celestial Bodies
2011
Modelling with Difference Equations Supported by GeoGebra: Exploring the Kepler Problem
International Journal For Technology in Mathematics Education, 2010
Celestial Mech Dyn Astr A special perturbation method in orbital dynamics of orbits
Elementary celestial mechanics using Matlab
Computing in Science & Engineering, 2001
Computer Model for Schwarzschild Orbits
2022
Planetary and light motions from Newtonian theory: an amusing exercise
Mawuadem Koku Amedeker Cphys Minstp, Nail Migranov
European Journal of Physics, 2006
Orbit determination with the two-body integrals. II
Celestial Mechanics and Dynamical Astronomy, 2011
Clearing the First Hurdle in Mathematical Physics: Unsolvable Differential Equations
One common solution to the singularity and perihelion problems
2007
A special perturbation method in orbital dynamics
Celestial Mechanics and Dynamical Astronomy, 2007
How to Use Mathematica to Solve Typical Problem in Celestial Mechanics
Regge calculus and observations. I. Formalism and applications to radial motion and circular orbits
General Relativity and Gravitation, 1981
Analytical theory for spacecraft motion about Mercury
Acta Astronautica, 2010
On the significance of perihelion shift calculations
General Relativity and Gravitation, 1974
Symbolic and Numerical Analysis in General Relativity with Open Source Computer Algebra Systems
Ceren Güzelgün, Tolga Birkandan
A study of the n-body problem in celestial mechanics for college students
1997
First-Order Analytical Solution for Spacecraft Motion About (433) Eros
Journal of Guidance, Control, and Dynamics, 2004