Celestial Dynamics and Rotational Forces In Circular and Elliptical Motions

The understanding of circular motion as being conditioned by a central force coupled to a tangential velocity is questioned, by analyzing the origins of its derivation, and revising it in the light of rotational kinematics. It is shown that one cannot stop the analysis at a force directed to the center, but has to continue it to include an infinite series of higher order rotational forces in four perpendicular directions. The verification of this in terrestrial dynamics, as well as the consequences of its application in celestial dynamics is presented. It is shown that Newton’s Moon Test and inverse-square law, even with the corrections of General Relativity, do not support circular and elliptical motion and lead to an erroneous expression – a problem that has been noticed and remedied by other independent researchers.

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