Reinterpretation of the Lorentz Force in Quantum Spin Torsion Theory (QST v7): A Geometric Emergence from Spinor Ether Interactions

In the framework of Quantum Spin Torsion Theory version 7 (QST v7), the Lorentz force is reinterpreted as an emergent geometric effect arising from the interaction between a charged particle’s spin and the spinor ether field ((\Psi_{\rm SE})), a quantum superfluid permeating vacuum. This view unifies the force as a manifestation of spacetime torsion and fractal dimension gradients, rather than a fundamental electromagnetic interaction. Specifically, the magnetic field (\mathbf{B}) is reinterpreted as a gradient in the fractal dimension field (\nabla D(x)), while the charged motion (q \mathbf{v}) corresponds to the axial spin current (\mathbf{J}_{\rm SC}). We derive the QST geometric force formula, showing its correspondence to the classical Lorentz force, and illustrate the analogy with the macroscopic Magnus effect in a spinning soccer ball’s banana kick trajectory. Predictions for experimental tests, such as anomalies in muon (g-2) and high-frequency gravitational wave birefringence, are discussed. This reinterpretation amplifies microscopic effects to observable scales via discrete scale invariance (DSI), aligning with QST v7’s core principles.