Explains inertia and interaction polarity in classical mechanics, suggesting a geometric basis for understanding.
This paper develops a pre-formal physical interpretation of classical mechanics based on constrained energy circulation. It shows how inertia, interaction polarity, and Lorentz invariance emerge as geometric consequences of standing-wave stability, without introducing new equations. The work clarifies the physical layer beneath Newtonian and analytical mechanics while remaining consistent with established formalism.
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Harry Arthur Schmitz (2026) studied this question.
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