CORRECTIONS AND NEW DEVELOPMENTS IN RIGID-EARTH NUTATION THEORY. II. INFLUENCE OF SECOND-ORDER GEOPOTENTIAL AND DIRECT PLANETARY EFFECT
J. Souchay, Hiroshi Kinoshita
Abstract
J. Souchay, Hiroshi Kinoshita
Abstract
In a recent paper, Souchay & Kinoshita (1996) re- calculatedthecoefcientsofthenutationforarigid-Earthmodel due to the main luni-solar potential (coming from J2), with re- spect to the values given by Kinoshita & Souchay (1990), by taking into account an updated value of the general precession in longitude. In the following we complete this study by com- puting the coefcients coming from the lunar influence on the second-order geopotential (J3, C2;2, S2;2, J4) and those coming from the direct torque exerted by the planets. We notice some corrections to be done with respect to the tables of Kinoshita & Souchay(1990), and we show that the agreement with com- putations done by Hartmann et al. (1995) for the J3 part and Williams (1995) for the direct planetary effect is remarkable, although the way of calculation is quite different.
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In a recent paper, Souchay & Kinoshita (1996) re- calculatedthecoefcientsofthenutationforarigid-Earthmodel due to the main luni-solar potential (coming from J2), with re- spect to the values given by Kinoshita & Souchay (1990), by taking into account an updated value of the general precession in longitude. In the following we complete this study by com- puting the coefcients coming from the lunar influence on the second-order geopotential (J3, C2;2, S2;2, J4) and those coming from the direct torque exerted by the planets. We notice some corrections to be done with respect to the tables of Kinoshita & Souchay(1990), and we show that the agreement with com- putations done by Hartmann et al. (1995) for the J3 part and Williams (1995) for the direct planetary effect is remarkable, although the way of calculation is quite different.
Key concepts: Nutation, Geopotential, Physics, Planet, Precession, Longitude, Ephemeris, Celestial mechanics