Ed. 2nd, revised and added. - M .: Engineering, 1980. - 172 p. In the present book discusses the va

Moscow, 2007. - 613 p. The book examines the main analytical and qualitative methods, special functions and tasks of celestial mechanics. All presentation is based on a universal approach to the study of dynamical systems hmk based on the theory of the canonical equations. Detail the mathematical formalism of special hmk features, widely used in problems of celestial mechanics. hmk Considered numerous applications of analytical and qualitative methods of celestial mechanics to specific objects in the solar system and the movements of the satellite. The book is intended for students, graduate students and professionals in the field of celestial mechanics, physics and astronomy
Ed. 2nd, revised and added. - M .: Engineering, 1980. - 172 p. In the present book discusses the various principles of construction of systems angular stabilization of spacecraft hmk (1st ed. 1973). Describes the passive stabilization system, stabilization system using the engine flywheel hmk and gyroscopic executive bodies, active stabilization system using jet nozzle, and ...
M .: Mir, 1989. - 426 p. / ISBN 5-03-000820-9 Content: Aerodynamic aspects of the design of the autopilot systems Introduction hmk Interaction System Requirements The choice of autopilot control and its relation to the aerodynamic characteristics of the missile basic equations of motion Aerodynamic data for preliminary calculation of the independent channels autopilot ...
M .: Nauka, hmk gl.red. Physics-mat.lit., 1986. - 320C. The book presents the theory of special functions, most commonly used in celestial mechanics. Along with spherical, elliptical hmk and Bessel functions, Gegenbauer polynomials and hypergeometric function coefficients are considered Laplace, Tisserand polynomial coefficients Hansen, Newcomb polynomials, the tilt feature and ...
Abalakin VK Aksenov EP, Grebenikov EA, VG Demin, Ryabov hmk Yu M .: Nauka, 1976 - 865 p. This publication is a reference guide for classical and applied celestial mechanics. It differs significantly from the first edition, released in 1971. This edition introduces a new part (Part IX), dedicated to the movement hmk of celestial bodies around the center hmk of mass. Other sections of the celestial ...
Ed. Cambridge University Press, 382 pp. The theory hmk of determining hmk the orbits of celestial bodies and artificial satellites. A detailed presentation of statistical, numerical and semi-analytic hmk methods of measurement information processing. A book for professionals in English, 2010.