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Celestial mechanicsNatural families of periodic orbitsAndré Deprit

Natural families of periodic orbits

André Deprit · Mathematics Research Laboratory, Boeing Scientific Research Laboratories

51 sayfa · 1966

Orbits / Mathematics / Celestial mechanics

OrbitsNatural orbits of the first kind in the restricted problemAndré Deprit

Natural orbits of the first kind in the restricted problem

André Deprit · Mathematics Research Laboratory, Boeing Scientific Research Laboratories

68 sayfa · 1967

Three-body problem / Orbits

Asymptotic theoryAsymptotic representation of the cycle of Van der Pol's equation for small damping coefficientsAndré Deprit

Asymptotic representation of the cycle of Van der Pol's equation for small damping coefficients

André Deprit · Mathematics Research Laboratory, Boeing Scientific Research Laboratories

23 sayfa · 1967

Nonlinear Differential equations / Asymptotic theory

Perturbation (Mathematics)Canonical transformations depending on a small parameterAndré Deprit

Canonical transformations depending on a small parameter

André Deprit · Boeing Scientific Research Laboratories, Mathematics Research Laboratory

33 sayfa · 1968

Transformations (Mathematics) / Perturbation (Mathematics)

OrbitsThe trojan manifold in the system Earth-MoonAndré Deprit

The trojan manifold in the system Earth-Moon

André Deprit · Mathematics Research Laboratory, Boeing Scientific Research Laboratories

48 sayfa · 1967

Three-body problem / Asteroids / Orbits

PolynomialsCompression of ephemerides by discrete Chebyshev approximationsAndré Deprit

Compression of ephemerides by discrete Chebyshev approximations

André Deprit · Naval Research Laboratory

19 sayfa · 1979

Chebyshev polynomials / Chebyshev approximation / Ephemerides / Polynomials

Hamiltonian systemConstruction of orbits asymptotic to a periodic orbitAndré Deprit

Construction of orbits asymptotic to a periodic orbit

André Deprit · Mathematics Research Laboratory, Boeing Scientific Research Laboratories

25 sayfa · 1968

Combinatorial dynamics / Hamiltonian system

Lagrangian pointsStability of the triangular Lagrangian pointsAndré Deprit

Stability of the triangular Lagrangian points

André Deprit · Mathematics Research Laboratory, Boeing Scientific Research Laboratories

25 sayfa · 1966

Three-body problem / Stability / Lagrangian points

Asymptotic expansionsComputerized expansions in elliptic motionAndré Deprit

Computerized expansions in elliptic motion

André Deprit · Mathematics Research Laboratory, Boeing Scientific Research Laboratories

43 sayfa · 1967

Two-body problem / Asymptotic expansions

Lagrangian pointsPeriodic Trojan orbits for the resonace 1/12André Deprit

Periodic Trojan orbits for the resonace 1/12

André Deprit · Mathematics Research Laboratory, Boeing Scientific Research Laboratories

13 sayfa · 1968

Combinatorial dynamics / Lagrangian points

Lie groupsBirkhoff's normalizationAndré Deprit

Birkhoff's normalization

André Deprit · Mathematics Research Laboratory, Boeing Scientific Research Laboratories

56 sayfa · 1969

Differentiable dynamical systems / Lie groups

Mathematical modelsA manifold of periodic orbitsAndré Deprit, J. Henrard

A manifold of periodic orbits

André Deprit, J. Henrard · Boeing Scientific Research Laboratories, Mathematics Research Laboratory

208 sayfa · 1967

Orbits / Mathematical models