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Detailed Reference Information
Felsentreger et al. 1979
Felsentreger, T.L., Marsh, J.G. and Williamson, R.G. (1979). M2 ocean tide parameters and the deceleration of the Moon’s mean longitude from satellite orbit data. Journal of Geophysical Research 84: doi: 10.1029/JB084iB09p04675. issn: 0148-0227.

An estimation has been made of the principal long-period spherical harmonic parameters in the representation for the M2 ocean tide from the orbital histories of three satellites: 1967-92A (Transit), Starlette, and Geos 3. The data used were primarily the evolution of the orbital inclinations of the satellites, with the addition of the longitude of the ascending node from Geos 3. The results are as follows: C22+=3.42¿0.24 cm, &egr;22+= 325.5¿¿3.9¿, C42+=0.97¿0.12 cm, and &egr;42+=124.0¿6.9¿. These values agree quite well with recent numerical models and another recent determination from satellite data. Dissipational tidal friction in the oceans is known to provide the largest contribution to ?, the observed deceleration in the lunar mean longitude. Further, only the second-degree components of the ocean contrubute significantly to this secular decay (Lambeck, 1975). The M2 parameters obtained here infer an ? of -25¿3 arc sec/century2, in good agreement with other investigators. The range of current determinations of N is from -24.6 to -27.2 arc sec/century2. Considerably different techniques have been used to derive the estimates: the study of ancient eclipses, transits of Mercury, lunar laser ranging, and another satellite solution.

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Journal
Journal of Geophysical Research
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American Geophysical Union
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