Teori Bulan

Teori Bulan adalah catatan tentang gerakan Bulan.

 Sejarah 

Terdapat sejumlah astronom dan matematikawan terkenal pada abad terdahulu, yang namanya dikaitkan dengan teori bulan, yakni --

 Babilonia/Chaldea:- Naburimannu, Kidinnu, Soudines
 Yunani/Helenistik:- Hipparchus, Ptolemy
 Arab:- Ibnu al-Shatir
 Eropa, abad ke-16th sampai awal abad ke-20:-
 Tycho Brahe
 Johannes Kepler
 Jeremiah Horrocks
 Ismaël Bullialdus
 John Flamsteed
 Isaac Newton
 Leonhard Euler
 Alexis Clairaut
 Jean d'Alembert
 Tobias Mayer
 Johann Tobias Bürg
 Pierre-Simon Laplace
 Johann Karl Burckhardt
 Peter Andreas Hansen
 Charles-Eugène Delaunay
 Ernest William Brown
 Wallace John Eckert
 Jean Chapront & Michelle Chapront-Touzé

dan astronom dan matematikawan terkenal lainnya yang juga membuat kontribusi yang signifikasi, meliputi: Edmond Halley; Philippe Gustave le Doulcet, Comte de Pontécoulant; John Couch Adams; George William Hill; dan Simon Newcomb.

 Daftar pustaka 

 <cite id=refNAAE1871>'AE 1871': "Nautical Almanac & Astronomical Ephemeris" for 1871, (London, 1867).
 <cite id=refBrown1896>E W Brown (1896), "An Introductory Treatise on the Lunar Theory", (Cambridge University Press, 1896).
 <cite id=refBrown1897>E W Brown (1897), "Theory of the Motion of the Moon", Memoirs of the Royal Astronomical Society, 53 (1897), 39-116.
 <cite id=refBrown1899>E W Brown (1899), "Theory of the Motion of the Moon", Memoirs of the Royal Astronomical Society, 53 (1899), 163-202.
 <cite id=refBrown1900>E W Brown (1900), "Theory of the Motion of the Moon", Memoirs of the Royal Astronomical Society, 54 (1900), 1-63.
 <cite id=refBrown1903>E W Brown (1903), "On the verification of the Newtonian law", Monthly Notes of the Royal Astronomical Society 63 (1903), 396-397.
 <cite id=refBrown1905>E W Brown (1905), "Theory of the Motion of the Moon", Memoirs of the Royal Astronomical Society, 57 (1905), 51-145.
 <cite id=refBrown1908>E W Brown (1908), "Theory of the Motion of the Moon", Memoirs of the Royal Astronomical Society, 59 (1908), 1-103.
 <cite id=refBrown1919>E W Brown (1919), "Tables of the Motion of the Moon", (New Haven, 1919).
 <cite id=refChap1983>M Chapront-Touzé & J Chapront: "The lunar ephemeris ELP-2000", Astronomy & Astrophysics 124 (1983), 50..62.
 <cite id=refChap1988>M Chapront-Touzé & J Chapront: "ELP2000-85: a semi-analytical lunar ephemeris adequate for historical times", Astronomy & Astrophysics 190 (1988), 342..352.
 <cite id=refChapront2002>M Chapront-Touzé & J Chapront, Analytical Ephemerides of the Moon in the 20th Century (Observatoire de Paris, 2002).
 <cite id=refChap2002>J Chapront, M Chapront-Touzé, G Francou: "A new determination of lunar orbital parameters, precession constant and tidal acceleration from LLR measurements", Astronomy & Astrophysics 387 (2002), 700..709.
 <cite id=refChap2003>J Chapront & G Francou: "The lunar theory ELP revisited. Introduction of new planetary perturbations", Astronomy & Astrophysics 404 (2003), 735..742.
 <cite id=refCohn1999>I B Cohen and Anne Whitman (1999), "Isaac Newton: The Principia, a new translation", University of California Press, 1999. (For bibliographic details but no text, see external link.)
 <cite id=refDick1994>J O Dickey, P L Bender, J E Faller, and others, "Lunar Laser Ranging: A Continuing Legacy of the Apollo Program", Science 265 (1994), pp. 482–490.
 <cite id=refDrey1906>J L E Dreyer (1906), "A History of Astronomy from Thales to Kepler", (Cambridge University Press, 1906) (later republished under the modified title "History of the Planetary Systems from Thales to Kepler").
 <cite id=refILE1954>W J Eckert et al., Improved Lunar Ephemeris 1952–1959: A Joint Supplement to the American Ephemeris and the (British) Nautical Almanac, (US Government Printing Office, 1954).
 <cite id=refEpping1881>J Epping & J N Strassmaier (1881), "Zur Entzifferung der astronomischen Tafeln der Chaldaer" ("On the deciphering of Chaldaean astronomical tables"), Stimmen aus Maria Laach, vol.21 (1881), pp. 277–292.
 <cite id=refES1961>'ESAE 1961': 'Explanatory Supplement to the Astronomical Ephemeris and the American Ephemeris and Nautical Almanac' ('prepared jointly by the Nautical Almanac Offices of the United Kingdom and the United States of America'), London (HMSO), 1961.
 <cite id=refDBH1970>K Garthwaite, D B Holdridge & J D Mulholland (1970), "A preliminary special perturbation theory for the lunar motion", Astronomical Journal 75 (1970), 1133.
 <cite id=refGodf1885>H Godfray (1885), "Elementary Treatise on the Lunar Theory", (London, 1885, (4th ed.)).
 <cite id=refMott1729a>Andrew Motte (1729a) (translator), "The Mathematical Principles of Natural Philosophy, by Sir Isaac Newton, translated into English", Volume I, containing Book 1.
 <cite id=refMott1729b>Andrew Motte (1729b) (translator), "The Mathematical Principles of Natural Philosophy, by Sir Isaac Newton, translated into English", Volume II, containing Books 2 and 3 (with Index, Appendix containing additional (Newtonian) proofs, and "The Laws of the Moon's Motion according to Gravity", by John Machin).
 <cite id=refMulh1973>J D Mulholland & P J Shelus (1973), "Improvement of the numerical lunar ephemeris with laser ranging data", Moon 8 (1973), 532.
 <cite id=refHAMA1975>O Neugebauer (1975), "A History of Ancient Mathematical Astronomy", (in 3 volumes), (New York (Springer), 1975).
 <cite id=refXnew1983>X X Newhall, E M Standish, J G Williams (1983), "DE102: A numerically integrated ephemeris of the Moon and planets spanning forty-four centuries", Astronomy and Astrophysics 125 (1983), 150.
 <cite id=refUSNO2009>U S Naval Observatory (2009), History of the Astronomical Almanac .
 <cite id=refWillm1972>J G Williams et al. (1972) 'Making solutions from lunar laser ranging data', ''Bulletin of the American Astronomical Society (1972), 4Q, 267.
 <cite id=refWillm2004>J.G.Williams, S.G.Turyshev, and D.H.Boggs, "Progress in Lunar Laser Ranging Tests of Relativistic Gravity" , Physical Review Letters, 93 (2004), 261101.

Kategori:Gravitasi
Kategori:Efek gravitasi
Kategori:Orbit Bulan
Kategori:Waktu
Kategori:Waktu dalam astronomi