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
暂无分享,去创建一个
[1] S. Gutnik,et al. Symbolic Methods for Studying the Equilibrium Orientations of a System of Two Connected Bodies in a Circular Orbit , 2022, Programming and Computer Software.
[2] A. Prokopenya,et al. Applications of Computer Algebra in the Study of the Two-Planet Problem of Three Bodies with Variable Masses , 2019, Programming and Computer Software.
[3] S. Gutnik,et al. Application of Computer Algebra Methods to Investigate the Dynamics of the System of Two Connected Bodies Moving along a Circular Orbit , 2019, Programming and Computer Software.
[4] Sergey A. Gutnik,et al. Symbolic-Numeric Simulation of Satellite Dynamics with Aerodynamic Attitude Control System , 2018, CASC.
[5] A. Batkhin. Parameterization of a Set Determined by the Generalized Discriminant of a Polynomial , 2018, Programming and Computer Software.
[6] G. M. Mayemerova,et al. Investigation of the restricted problem of three bodies of variable masses using computer algebra , 2017, Programming and Computer Software.
[7] S. Gutnik,et al. Application of computer algebra methods for investigation of stationary motions of a gyrostat satellite , 2017, Programming and Computer Software.
[8] Sergey A. Gutnik,et al. Application of computer algebra methods for investigation of stationary motions of a gyrostat satellite , 2017, Programming and Computer Software.
[9] A. Batkhin. Parameterization of the discriminant set of a polynomial , 2016, Programming and Computer Software.
[10] Michael Morrison,et al. Hands-On Start to Wolfram Mathematica: And Programming with the Wolfram Language , 2015 .
[11] Sergey A. Gutnik,et al. Application of Computer Algebra Methods to Investigation of Influence of Constant Torque on Stationary Motions of Satellite , 2015, CASC.
[12] S. Gutnik,et al. Symbolic-numerical methods of studying equilibrium positions of a gyrostat satellite , 2014, Programming and Computer Software.
[13] Sergey A. Gutnik,et al. Symbolic-numerical methods of studying equilibrium positions of a gyrostat satellite , 2014, Programming and Computer Software.
[14] Alexander N. Prokopenya,et al. Symbolic calculations in studying the problem of three bodies with variable masses , 2014, Programming and Computer Software.
[15] Alexander N. Prokopenya,et al. Symbolic-numerical methods for searching equilibrium states in a restricted four-body problem , 2013, Programming and Computer Software.
[16] A. Prokopenya,et al. Symbolic-numerical methods for searching equilibrium states in a restricted four-body problem , 2013, Programming and Computer Software.
[17] A. Guerman,et al. Influence of Constant Torque on Equilibria of Satellite in Circular Orbit , 2003 .
[18] Bruno Buchberger,et al. A theoretical basis for the reduction of polynomials to canonical forms , 1976, SIGS.
[19] T. B. Garber. INFLUENCE OF CONSTANT DISTURBING TORQUES ON THE MOTION OF GRAVITY-GRADIENT STABILIZED SATELLITES , 1963 .
[20] B. Buchberger,et al. Grobner Bases : An Algorithmic Method in Polynomial Ideal Theory , 1985 .
[21] Bruno Buchberger,et al. Computer algebra symbolic and algebraic computation , 1982, SIGS.