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Trigonometric Theory of the Moon's Rotation (the Poisson Case)

Transactions of IAA RAS, issue 42, 145–153 (2017)

Keywords: the Moon’s rotation theory, the Poisson case, the Euler parameters, the secular system, the general planetary system.

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Abstract

The semi-analytical trigonometric theory of the rigid-body axially symmetrical Moon’s rotation is constructed in the form of the general planetary theory.

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T. V. Ivanova. Trigonometric Theory of the Moon's Rotation  (the Poisson Case) // Transactions of IAA RAS. — 2017. — Issue 42. — P. 145–153.

@article{ivanova2017,
  abstract = {The semi-analytical trigonometric theory of the rigid-body axially symmetrical Moon’s rotation is constructed in the form of the general planetary theory.},
  author = {T.~V. Ivanova},
  issue = {42},
  journal = {Transactions of IAA RAS},
  keyword = {the Moon’s rotation theory, the Poisson case, the Euler parameters, the secular system, the general planetary system},
  pages = {145--153},
  title = {Trigonometric Theory of the Moon's Rotation  (the Poisson Case)},
  url = {http://iaaras.ru/en/library/paper/1757/},
  year = {2017}
}

TY  - JOUR
TI  - Trigonometric Theory of the Moon's Rotation  (the Poisson Case)
AU  - Ivanova, T. V.
PY  - 2017
T2  - Transactions of IAA RAS
IS  - 42
SP  - 145
AB  - The semi-analytical trigonometric theory of the rigid-body axially
symmetrical Moon’s rotation is constructed in the form of the general
planetary theory.
UR  - http://iaaras.ru/en/library/paper/1757/
ER  -