A note on the instantaneous rotational velocity of Mercury
Mercury rotational angular velocity fluctuation in terms of orbital mean motion at different orbit positions
Liu, H.-S.↗
Engineering topics
Liu, H.-S.
Publications and source records attributed to Liu, H.-S..
On the figure of the planet Mercury
Mercury shape estimated with isostatic form of equilibrium controlled by situation near perihelion passage at 3-2 resonance spin rate, discussing solidification thermal effects
Liu, H.-S.↗
Thermal and tidal effect on the rotation of Mercury
Thermal and tidal effects on Mercury rotation
Liu, H.-S.↗
Thermal and tidal effect on the libration of Mercury
Thermal and tidal effect on Mercury libration
Liu, H.-S.↗
Mercury has two permanent thermal bulges.
Mercury thermal bulges, discussing bulge contribution to dynamic stabilization of Mercury rotation
Liu, H.-S.↗
Resonant oscillations of a flexible satellite in an elliptic orbit.
Librational and flexural resonances induced in satellite whose center of mass is moving in planar elliptic orbit
RESONANT FREQUENCY↗
The structural and librational dynamics of a satellite deploying flexible booms or antennas.
Structural and librational dynamics of satellite deploying flexible booms or antennas
LIBRATIONAL MOTION↗
The influence of material elasticity on satellite motions.
Material elasticity effects on planar librational motion of rigid satellite under action of gravity gradients
GRAVITY GRADIENT SATELLITE↗
Theory of rotation for the planet Mercury.
Planet Mercury rotation theory, applying motion of rigid system in inverse square field
PLANETARY MOTION↗
Relativistic perturbed oscillator.
Relativistic perturbed oscillator, solving problem via canonical transformation
CANONICAL PROBLEM↗
The influence of material elasticity on satellite motions.
Material elasticity effects on planar librational motion of rigid satellite under action of gravity gradients
SATELLITE PERTURBATION↗
Satellite Libration on a Elliptical Orbit
Librational motion of gravitationally oriented rigid satellite in elliptic orbit studied by canonical transformation
RIGID BODY↗
The Libration of Mercury
Numerical solutions for librational motion of Mercury obtained by applying Runge-Kutta integration
NUMERICAL ANALYSIS↗