Pages that link to "Item:Q2216914"
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The following pages link to Applications of computer algebra in the study of the two-planet problem of three bodies with variable masses (Q2216914):
Displaying 14 items.
- Computing perturbations in the two-planetary three-body problem with masses varying non-isotropically at different rates (Q782668) (← links)
- The implementation of Hori-Deprit method to the construction averaged planetary motion theory by means of computer algebra system Piranha (Q782680) (← links)
- Computer simulations in the general three-body problem. The theoretical bases of the studies (Q1685327) (← links)
- Symbolic calculations in studying the problem of three bodies with variable masses (Q2017774) (← links)
- Symbolic-analytic methods for studying equilibrium orientations of a satellite on a circular orbit (Q2027855) (← links)
- Symbolic methods for studying the equilibrium orientations of a system of two connected bodies in a circular orbit (Q2142972) (← links)
- A study of secular perturbations of translational-rotational motion in a nonstationary two-body problem using computer algebra (Q2206406) (← links)
- The computational complexity of the initial value problem for the three body problem (Q2406877) (← links)
- Computer algebra methods for searching the stationary motions of the connected bodies system moving in gravitational field (Q2680115) (← links)
- Application of computer algebra methods to some problems of theoretical and applied celestial mechanics (Q2702026) (← links)
- TRIP (Q5175274) (← links)
- (Q5186784) (← links)
- Study of secular perturbations in the restricted three-body problem of variable masses using computer algebra (Q6039147) (← links)
- 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 (Q6094425) (← links)
