Hostname: page-component-586b7cd67f-vdxz6 Total loading time: 0 Render date: 2024-11-26T02:26:38.507Z Has data issue: false hasContentIssue false

Constants related to the Earth and Moon

Published online by Cambridge University Press:  14 August 2015

Abstract

Core share and HTML view are not available for this content. However, as you have access to this content, a full PDF is available via the ‘Save PDF’ action button.

The author discusses various determinations of zonal and tesseral harmonics of the Earth's gravitational field, the values of the solar parallax, and the constants related to the figure of the Moon and its motion.

Résumé. — L'auteur discute diverses déterminations des coefficients du développement du champ gravitationnel terrestre en harmoniques sphériques ainsi que les valeurs de la parallaxe solaire et des constantes liées à la figure et au mouvement de la Lune.

Zusammenfassung. — Verf. diskutiert verschiedene Bestimmungen der zonalen und tesseralen Harmonischen des Gravitationsfelds der Erde, die Werte der Sonnenparallaxe und die Konstanten, die sich auf die Figur und die Bewegung des Mondes beziehen.

Резюме. — Автор изучает различные определения коэффициентов разложения гравитационного поля Земли по сферическим функциям, солнечного параллакса и постоянных связанных с фигурой Луны и её движением.

Type
Research Article
Copyright
Copyright © CNRS 1965 

References

[1] Jeffreys, H., Month. Not. Geoph. Suppl. , vol. 5, 1948, p. 219247.Google Scholar
[2] Jeffreys, H., Month. Not. Geoph. Suppl. , vol. 5, 1943, p. 5566.Google Scholar
[3] Zhongolovitch, I. D., Trudy Inst. Theor. Astron. , Moscow, vol. 6, 1962, p. 505523.Google Scholar
[4] Jeffreys, H., Smithsonian Astron. Obs. , Spec. Rept. 79, 1961.Google Scholar
[5] Kozai, Y., Astron. J. , vol. 66, 1961, p. 810.Google Scholar
[6] Kaula, W. M., J. Geophys. Res. , vol. 68, 1963, p. 473484.CrossRefGoogle Scholar
[7] King-Hele, D. G., Cook, G. E. and Rees, J. M., Nature , vol. 197, 1963, p. 785.Google Scholar
[8] King-Hele, D. G., R. A. S. Geoph. J. , vol. 6, 1962, p. 270272.Google Scholar
[9] Bullard, E. C., Month. Not. Geoph., Suppl. , vol. 5, 1948, p. 186192.Google Scholar
[10] Jeffreys, H., Month. Not. R. A. S. , vol. 114, 1954, p. 433436.Google Scholar
[11] Message, P. J., Month. Not. R. A. S. , vol. 115, 1955, p. 550557.Google Scholar
[12] Jeffreys, H. and Jeffreys, B., Methods of Mathematical Physics , Cambridge University Press, 1962.Google Scholar
[13] Jeffreys, H., Bull. Géodés. vol. 30, 1953, p. 331338.Google Scholar
[14] Jeffreys, H., Month. Not. R. A. S. , vol. 102, 1942, p. 194204.Google Scholar
[15] Rabe, E., Astron. J. , vol. 55, 1950, p. 112126.Google Scholar
[16] Delano, E., Astron. J. , vol. 55, 1950, p. 129132.Google Scholar
[17] Jeffreys, H., Month. Not. R. A. S. , vol. 117, 1957, p. 347355.CrossRefGoogle Scholar
[18] Jeffreys, H. and Vicente, R. O., Month. Not. R. A. S. , vol. 117, 1957, p. 142173.Google Scholar
[19] Fischer, I., Astron. J. , vol. 67, 1962, p. 373378.Google Scholar
[20] Jeffreys, H., Month. Not. R. A. S. , vol. 122, 1961, p. 421432.Google Scholar
[21] Yakovkin, A. A., Trans. I. A. U. , vol. 8, 1952, p. 231.Google Scholar
[22] Jeffreys, H., Month. Not. R. A. S. , vol. 117, 1957, p. 475477.Google Scholar
[23] Fedorov, E. P., Nutatziya i venuzhdennye dvizhenye polusov zemly. Acad. Sc. Ukraine , C. C. P., 1958.Google Scholar
[24] Fedorov, E. P., Nutation and forced motion of the pole (translation by Jeffreys, B.). Pergamon Press, 1963.Google Scholar
[25] Jeffreys, H., Month. Not. R. A. S. , vol. 119, 1959, p. 752780.Google Scholar