Changing the magnetic field intensity during the motion of spacecraft
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Keywords:
Magnetic field intensity, direct dipole, spacecraft, rotational motion, orientationAbstract
In this paper the change of the intensity vector of geomagnetic field during the motion of the spacecraft in orbit in direct dipole model was investigated. The dependences of the intersection point coordinates of the vector intensity of the geomagnetic field with the unit radius Earth sphere were found, their graphs were built and their extremes were determined. The relations of the intersection point velocity of the vector intensity of the geomagnetic field to the unit radius Earth sphere were found, their graphs were built and their extremes determined. The graphs of each component of the geomagnetic field along the trajectory of the spacecraft and the combined graphs were built.References
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5. Kovalenko A.P. Magnitnye sistemy upravleniya kosmicheskimi letatel'nymi apparatami. – Moscow: Mashinostroenie, 1975 (in Russian)
6. Beletskii V.V., Khentov A.A. Vrashchatel'noe dvizhenie namagnichennogo sputnika. – Moscow: Nauka, 1985 (in Russian)
7. Sarychev V.A., Ovchinnikov M.Yu. Magnitnye sistemy orientatsii iskusstvennykh sputnikov Zemli. – Moscow: VINITII. – 1985 (in Russian)
8. Beletskii V.V. Dvizhenie iskusstvennogo sputnika otnositel'no tsentra mass. – Moscow: Nauka, 1965 (in Russian)
9. Beletskii V.V. Dvizhenie sputnika otnositel'no tsentra mass v gravitatsiannom pole. – Moscow: Izd-vo MGU. – 1975 (in Russian)
10. Yanovskii B.M. Zemnoi magnetizm. – Moscow: Gostekhizdat. – 1953 (in Russian)
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12. Khentov A.A. Passivnaya stabilizatsiya iskusstvennykh sputnikov po magnitnomu polyu Zemli // Kosmicheskie issledovaniya. – 1967. – Vol 5, No 4. – P. 540-553.
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14. http://www.magnolia.com.ru/db/satellites/133/
15. http://cwer.ws/node/234534/
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Zhilisbayeva, K., Doszhan, N., & Saspayeva, A. (2016). Changing the magnetic field intensity during the motion of spacecraft. International Journal of Mathematics and Physics, 7(1), 56–64. Retrieved from https://ijmph.kaznu.kz/index.php/kaznu/article/view/161
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Informatics and Mathematical Modeling
