Planetary effects in the motion of natural satellites
Direct and indirect planetary perturbation effects on motion of natural satellites
Engineering topics
Publications and source records attributed to Musen, P..
Direct and indirect planetary perturbation effects on motion of natural satellites
Electronic techniques applied to Hansen theory for satellite position determination
Application of Hansen lunar theory to 10th satellite of Jupiter
Hansen method applied to Jupiter tenth satellite orbit correction and perturbations, describing computer program and formulas used
Hansen lunar theory extension, discussing applicability to satellites moving in orbits with high inclinations to sun orbital plane and Jovian satellites
Modifications and simplifications of Hansen lunar theory
Transforming Hansen lunar theory by referring satellite motion to almost ideal coordinate system, using general perturbations method
Methods of eliminating short period terms from Hamiltonian by means of canonical transformation
Hansen planetary theory basic function, discussing perturbations expansion into trigonometric series
Hansen planetary theory representing position of disturbed planet as deviation in time and space from position of fictitious planet with Keplerian motion
Numerical lunar theory for satellite moving in orbital planes with higher inclinations than orbit plane of sun
Eckert-Brouwer orbit correction formula in general perturbations theory, expressed in rectangular coordinates and variation of astronomical elements, applied to planetary theory
Application of Krylov-Bogolubov method to solution of stellar three-body problem
Modifications in Brouwer theory of perturbations in rectangular coordinates
Motion in ternary stellar system consisting of central body and close and distant companions
Higher order perturbations of elements in three- body problem determined using methods of Krylov- Bogoliubov and Poincare
Determining higher order perturbations for lunar orbiter by Krylov-Bololiubov and Poincare methods