A New Theory of Motion: The Motion Wave and its Experimental Verification

I present Motion Wave Theory, a unified framework modeling physical motion as the macroscopic effect of propagating interaction waves, governed by the discrete energy transfer relation E = Ak * νk. In this framework, the force-energy relation parameterizes energy transfer strictly via instantaneous force rather than the classical work integral. To empirically test this, I constructed a Motion Wave Engine featuring an anisotropic magnetic rotor and a seven-pocket copper-receptor actuator separated by a 6-mm air gap. Across ten operational speeds, the system demonstrated predictable, structurally tunable electromechanical energy transfer. Most notably, at 9700 RPM (νk = 161.67 Hz), cord-tension readings for one, two, and three active pockets yielded exactly 0.130 N, 0.260 N, and 0.390 N, respectively. This precise 1 : 2 : 3 proportional amplitude scaling, combined with the observed speed-dependent frequency scaling, is strongly consistent with the amplitude adjustments predicted by Postulate 3 of the framework. Furthermore, the system’s anisotropic structural detachment aligns with the discrete transfer of energy (Postulate 2), while the actuator’s initial unconstrained directional movement provides qualitative preliminary support for the foundational premise of motion as a propagating wave (Postulate 1). By demonstrating physical behaviors consistent with these core postulates and anchoring the static force–energy boundary, these results lay a robust operational foundation for Phase II high-resolution kinematic tracking and closed-loop energy profiling.