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Lunar gravity derived from long-period satellite motion, a proposed method

机译:一种从长周期卫星运动得出的月球重力,一种建议的方法

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摘要

A method was devised to determine the spherical harmonic coefficients of the lunar gravity field. The method consists of a two-step data reduction and estimation process. Pseudo-Doppler data were generated simulating two different lunar orbits. The analysis included the perturbing effects of the L1 lunar gravity field, the earth, the sun, and solar radiation pressure. Orbit determinations were performed on these data and long-period orbital elements were obtained. The Kepler element rates from these solutions were used to recover L1 lunar gravity coefficients. Overall results of the experiment show that lunar gravity coefficients can be accurately determined and that the method is dynamically consistent with long-period perturbation theory.
机译:设计了一种确定月球重力场球谐系数的方法。该方法包括两步数据缩减和估计过程。生成了模拟两个不同月球轨道的伪多普勒数据。分析包括L1月球重力场,地球,太阳和太阳辐射压力的扰动效应。对这些数据进行轨道确定,并获得了长期轨道元素。这些解决方案的开普勒元素速率用于恢复L1月球重力系数。实验的总体结果表明,可以精确确定月球重力系数,并且该方法与长期扰动理论是动态一致的。

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    Ferrari, A. J.;

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  • 年度 1971
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