Geometrical interpretation of the analytical solution of the Hill's problem: application to the long-live AES orbits selection
Ик 2005-4/33 английский/Geometrical interpretation of the analytical solution of the Hill's problem: application to the long-live AES orbits selection / Victoria I. Prokhorenko ; Pres. by Ravil R. Nazirov.Geometrical interpretation of the analytical solution of the Hill's problem: application to the long-live AES orbits selection / Victoria I. Prokhorenko.Geometrical interpretation of the analytical solution of the Hill's problem: application to the long-live AES orbits selection.М./Ин-т космич. исслед. РАН/, 2003 ( ). - Ин-т космич. исслед. РАН, 2003. - 26 с. : ил. ; 21 см. - (Russian academy of sciences, Space research institute ; Pr-2087).Geometrical interpretation of the analytical solution of the Hill's problem: application to the long-live AES orbits selection. М., 2003 .
Рез. на рус. яз. - Библиогр.: с. 25-26 (10 назв.). Библиогр.: с. 25-26 (10 назв.).Искусственные спутники Земли -- Орбиты -- Расчет/О643.1-015.4/
Рез. на рус. яз. - Библиогр.: с. 25-26 (10 назв.). Библиогр.: с. 25-26 (10 назв.).Искусственные спутники Земли -- Орбиты -- Расчет/О643.1-015.4/