ON LONG RANGE EFFECTS IN THE MOTION OF ARTIFICIAL SATELLITES
Long range effects in the motion of artificial satellites
MOON↗
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ORBITAL MOTION IN THE THEORY OF GENERAL RELATIVITY
Perturbation analysis of the general theory of relativity and development of variations in the two-body keplerian orbital elements
RELATIVITY THEORY↗
ON THE GENERAL PLANETARY PERTURBATIONS IN RECTANGULAR COORDINATES
Development of a new theory of general planetary perturbations in rectangular coordinates
PERTURBATION THEORY↗
ORBITAL MOTION IN THE THEORY OF GENERAL RELATIVITY
Perturbation analysis of the general theory of relativity and development of variations in the two-body keplarian orbital elements /see accession no. a63-15324, issue no. 11/
ORBITAL ELEMENT↗
A HIGH ORDER PERTURBATION THEORY USING RECTANGULAR COORDINATES
Runge-kutta integration to approximate a system of nonlinear equations by a series of linear equations
RUNGE-KUTTA INTEGRATION↗
ON THE COMPUTATION OF LONG-RANGE EFFECTS IN THE MOTION OF CELESTIAL BODIES
Applicability of halphen method to computing long- range effects in motion of celestial bodies on artificial satellites
ORBIT PERTURBATION↗
A high-order perturbation theory using rectangular coordinates.
Runge-kutta integration to approximate system of nonlinear equations by series of linear equations
RUNGE-KUTTA INTEGRATION↗
Two-center problem orbits as intermediate orbits for the restricted three-body problem
Two-center problem orbit as intermediate orbit for restricted three-body problem
CELESTIAL MECHANICS↗
The effect of stellar encounters on planetary motions.
Planetary orbit change in major axis, eccentricity and inclination induced by passing star and calculated with central limit theorem
STELLAR MOTION↗
On the high order effects in the methods of Krylov-Bogoliubov and Poincare
Determining higher order perturbations for lunar orbiter by Krylov-Bololiubov and Poincare methods
LUNAR ORBIT↗
Research Achievements Review Series no. 20 - Mathematics and computation research
Computational mathematics, perturbed orbit three-body problem, and periodic trajectories solutions through computer methods
COMPUTER PROGRAMMING↗
Effect of Non-synchronous Rotation on Close Binary Stars
Limiting stellar surface analysis for nonsynchronous rotation of close binary stars
BINARY STAR↗
On some possible modifications in Brouwer's theory of the general perturbations in rectangular coordinates
Modifications in Brouwer theory of perturbations in rectangular coordinates
PERTURBATION THEORY↗
Motion in the vicinity of the triangular libration centers
Restricted three-body problem for motion analysis of planetoid orbiting around triangular equilibrium point
CELESTIAL MECHANICS↗
Motion of a particle in the vicinity of a triangular libration point in the Earth-Moon system
Particle motion near triangular libration point in Earth-Moon system
CELESTIAL MECHANICS↗
The dominant features of the long-period librations of the Trojan minor planets
Long-period librations of Trojan planetary orbits in rotating three-body coordinate system
TROJAN ORBIT↗