On long range effects in the motion of artificial satellites.
Halphen method and a resonance theory for determining long range effects of moon, sun and earth gravitational field irregularity in motion of artificial satellites
SATELLITE ORBIT↗
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Results for “GRAVITATIONAL FIELDS”
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.
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Satellite orbit analyses for geodetic purposes.
Statistical model for determining satellite tracking station positions and longitudinal variations of the gravitational field
GEODETIC SATELLITE↗
Vibration of a circular cylindrical elastic tank, partially filled with an incompressible fluid, undergoing an axial acceleration composed of a uniform and a periodic component technical memorandum no. 102
Forced vibration of circular cylindrical elastic shell partially filled with incompressible liquid and initially at rest in uniform gravitational field
FORCED VIBRATION↗
Distribution of density in an ion-exosphere of a nonrotating planet.
Density variation with altitude in ion-exosphere of nonrotating planet, considering effects of magnetic and gravitational field
MAGNETIC DIPOLE↗
Boundary layer of an equilibrium plasma atmosphere.
Surface boundary layer charge of isothermal atmosphere of fully ionized equilibrium plasma in gravitational field
ATMOSPHERIC IONIZATION↗
Exact solutions of Einstein-Maxwell equations.
Exact solutions of Einstein-Maxwell equation of Petrov class N when propagation vector of gravitational field is hypersurface orthogonal
MAXWELL EQUATION↗
Optimization problems in powered space flight.
Minimum fuel transfer between circular or elliptic orbits in central gravitational field
OPTIMUM THRUST PROGRAMMING↗
Navigating the Mariner spacecraft to Mars.
Interplanetary-navigation procedures for Mariner spacecraft voyage to Mars evaluated, considering initial conditions, gravitational fields and other disturbing forces
Pickering, W. H.↗
Contribution to the theory of the perturbed Kepler motion of a material point in the presence of a small tangential force
Equations of motion for geopotential determination of central gravitational field of earth influenced by tangential force
Ilyukhin, A. G.↗
Analytical solution of optimal guidance problems
Differential equations for governing motion of vehicle in uniform gravitational fields
Burns, R. E.↗
The modes of internal magneto-gravity waves
Small amplitude low frequency plasma wave modes in presence of magnetic and gravitational fields
Mc Lellan, A., IV↗
Preliminary results from the lunar orbiter Selenodesy experiment
Lunar orbiter tracking data used for determination of gravitational field and other moon properties
Michael, W. H., Jr.↗
Gravitational experiments with a collisionless two-dimensional computer model
Two dimensional computer model for collisionless self gravitating galactic system with gravitational field obtained from Poisson equation
Hohl, F.↗
Larmor and Helmholtz theorems for relativistic charged fluid flow.
Larmor theorem within relativity for inviscid charged fluid under electromagnetic and gravitational fields, deriving Helmholtz equation
Schmid, L. A.↗
Gravitational radiation in the limit of high frequency. I - The linear approximation and geometrical optics.
WKB approximation HF gravitational wave solutions to general relativity vacuum Einstein equations with strong gravitational fields, discussing light waves analogy
Isaacson, R. A.↗
Requirements for resonant satellites for gravimetric satellite geodesy.
Resonant satellites requirements for gravimetric satellite geodesy, discussing earth gravitational field spherical harmonic extension and tesseral harmonics from satellite perturbations
Calabria, F. M.↗
The precession and nutation of deformable bodies.
Precession and nutation of compressible viscous fluid body like earth in solar and lunar gravitational field, discussing lunar libration and Euler equation
Kopal, Z.↗
Lorentz-invariant method of gravitational perturbation.
Lorentz invariant method for obtaining motion equations from Einstein gravitational field equations, assuming metric tensor and field functions expansion into power series
Carmeli, M.↗