This note proposes a new approach to deriving Newton's law of universal gravitation, suggesting implications for classical laws.
In this note, we present a new and mathematical way for discovering the functional form of Newton’s law of universal gravitation. The new way is based on clear physical hypotheses, only uses simple calculus, and does not resort to Kepler’s laws of planetary motion. It exhibits new insights into the classical law. Its simpler variant is valid for Ohm’s law, Hooke’s law, and several other classical physical laws.
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Yong Zhang (2025) studied this question.
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