Analytical Flow Theory in the Three Bodies Problem with the Use of Regularizing Variables
Perturbation analysis for spatial three-body problem with Kepler motion
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Perturbation analysis for spatial three-body problem with Kepler motion
Extension of problem of singular perturbation for linear scalar constant coefficient differential- difference equation with single retardation to several retardations, noting degenerate equation solution
Cosmic radio signal scintillations caused by radio wave diffractions on ionospheric irregularties
Periodical solutions of three-body problem
Numerical analysis of two-dimensional laminar flow with nonregular boundaries
Membrane stresses in elliptical shells of revolution with several cuts
Anisotropy in thermoelectric force and thermal conductivity of pure tungsten in transverse magnetic field
Hydrogen ion concentration fluctuations in urine, and correlation with simultaneously measured carbon dioxide tension in arterial blood
Models of fuel bearing nuclear reactor core matrices for analysis of individual principal and circumferential stresses based on isocline isochromatic spectra of geometric configurations
Close approaches /including binary collisions/ using model of gravitational problem of N bodies
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Moire patterns to characterize polymer folds
Weak alternating electric field effects on human circadian rhythms
Numerical integration for continuously thrusting spacecraft optimal trajectory, considering rectangular Cartesian and polar cylindrical coordinates characteristics
Numerical integration for continuously thrusting spacecraft optimal trajectory, considering rectangular Cartesian and polar cylindrical coordinates characteristics
Book on linear and ordinary celestial mechanics covering perturbed two body motion, numerical methods, canonical theory and initial value problems
Application of optimal control theory to practical problems has been limited by the difficulty of prescribing a performance index which accurately reflects design requirements. The task of deriving equivalent performance indices is considered in the present paper for a plant that is a completely controllable, scalar linear system with state feedback. A quadratic index is developed which leads to an optimal design performance satisfying some of the classical performance criteria.
Meter-wave pulsations observed at Culgoora are discussed. The characteristics of recorded pulsation events are summarized.