Application of computer algebra methods to investigate the dynamics of the system of two connected bodies moving along a circular orbit
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Publication:2216909
DOI10.1134/S0361768819020051zbMath1466.70030OpenAlexW2947955612WikidataQ114847363 ScholiaQ114847363MaRDI QIDQ2216909
Sergey A. Gutnik, Vasily A. Sarychev
Publication date: 18 December 2020
Published in: Programming and Computer Software (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1134/s0361768819020051
Related Items (9)
Symbolic methods for studying the equilibrium orientations of a system of two connected bodies in a circular orbit ⋮ Derivation of evolutionary equations in the many-body problem with isotropically varying masses using computer algebra ⋮ Research into the dynamics of a system of two connected bodies moving in the plane of a circular orbit by applying computer algebra methods ⋮ Computer algebra methods for searching the stationary motions of the connected bodies system moving in gravitational field ⋮ Investigation of the influence of constant torque on equilibrium orientations of a satellite moving in a circular orbit with the use of computer algebra methods ⋮ Investigation of the dynamics of two connected bodies in the plane of a circular orbit using computer algebra methods ⋮ Application of computer algebra methods to investigation of stationary motions of a system of two connected bodies moving in a circular orbit ⋮ Symbolic-analytic methods for studying equilibrium orientations of a satellite on a circular orbit ⋮ Symbolic computations of the equilibrium orientations of a system of two connected bodies moving on a circular orbit around the Earth
Uses Software
Cites Work
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- Symbolic-numerical methods of studying equilibrium positions of a gyrostat satellite
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- Parameterization of the discriminant set of a polynomial
- A Symbolic Investigation of the Influence of Aerodynamic Forces on Satellite Equilibria
- Semi-algebraic Description of the Equilibria of Dynamical Systems
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