Saedi Quantum Acceleration A Mechanical Reinterpretation of the Planck–de Broglie

This work introduces the Saedi Quantum Acceleration (SQA) framework as a mechanical reinterpretation of the Planck–de Broglie relation. Starting from the classical work-energy expression E = Fd = mad, the model assumes that the effective displacement associated with a quantum-scale matter-wave cycle is proportional to the de Broglie wavelength λ. By defining a wavelength-based acceleration aλ = λ/T², the SQA energy expression becomes ESQA = mλvf. Comparison with Planck’s energy relation E = hf leads to the expression h = mλv, which is consistent with the non-relativistic de Broglie relation. The paper does not claim a new numerical value or variable form of Planck’s constant. Instead, it presents h = mλv as a mechanical re-expression of the Planck–de Broglie structure, where Planck’s constant appears as an invariant product of mass, matter-wave wavelength, and velocity within the proposed SQA framework. The work further discusses quantum acceleration, frequency-induced energy changes, and the interpretation of ESQA as an effective wavelength-cycle energy rather than ordinary classical kinetic energy. This preprint is intended as a conceptual and theoretical physics contribution exploring alternative mechanical interpretations of quantum energy relations, matter-wave dynamics, and frequency-dependent energy exchange.