SEARCH · Search NASA
Results for “three body problem,”
Search indexed NASA NTRS and DOE OSTI research on propulsion, heat transfer, battery materials and energy systems. Follow report and document links to the original sources.
Quote a phrase for an exact phrase match. Source license links do not imply unrestricted reuse.
A Functional Interpolation Approach to Compute Periodic Orbits in the Circular Restricted Three-Body Problem
No abstract provided
Relative Equilibria in the Spherical, Finite Density Three-Body Problem
Explore the source record for details and available documents.
The effect of zonal harmonics on dynamical structures in the circular restricted three-body problem near the secondary body
Explore the source record for details and available documents.
The application of a numerical integration procedure developed by erwin fehlberg to the restricted problem of three bodies
Application of numerical integration procedures to restricted three-body problem
Rejection to infinity in the problem of three bodies when the total energy is negative
Rejection to infinity in three-body problem when total energy is negative
Burrau's problem of three bodies.
Solution to Burrau three-body problem including historical and scientific background
Outline of a theory of nonperiodic motions in the neighborhood of the long-period librations about the equilateral points of the restricted problem of three bodies.
Long period of nonperiodic librational motion about equilateral points of restricted three-body problem
Periodic orbits of collision in the restricted problem of three bodies.
Canonical elements for variables of Levi-Civita regularizing binary collisions in restricted three-body problem, noting existence of periodic orbits
Runge-kutta type formulas of high-order accuracy and their application to the numerical integration of the restricted problem of three bodies.
Runge-Kutta type formulas applied to restricted three-body problem achieving high order accuracy by m-fold differentiation and simple transformation
Instability of periodic motions near collinear points of libration in the restricted problem of three bodies
Instability of periodic motions near collinear points of libration in plane restricted three- body problem examined with Liapunov theory
Numerical studies of transitions between the restricted problem of three bodies and the problem of two fixed centers and the Kepler problem
Numerical analyses of transitions between restricted problem of three bodies and problem of two fixed centers and Kepler problem
The restricted problem of three bodies /3/ Final report
Variations of limiting asymptotic orbits with mass ratio for restricted three body problem
A new periodic solution of the problem of three bodies.
Periodic solution to three body problem with binary collision using numerical integration
New families of periodic orbits in the general planar problem of three bodies
Periodic orbit families in planar Pythagorean three body problem
The invariance of the restricted problem of three bodies
The restricted problem of three bodies in sidereal coordinates is investigated using Lie theoretical methods of extended groups. The application of the theory results in a single scalar generator with an associated invariant - the integral of the motion attributed to Jacobi.
Generalization of the Birkhoff Regularization of the Three Space Bodies Problem
Generalization of space restricted three-body problem by spinor regularization
A new method of perturbation theory and its applications to periodic motions in the restricted problem of three bodies.
Perturbation theory applied to periodic motions in three-body restricted problem