Electromagnetic-Torsion Time Machine for Rejuvenation

Time travel and biological age reversal represent the ultimate aspirations long pursued by humanity. However, conventional time machine schemes grounded in General Relativity—whether closed timelike curves, traversable wormholes, or warp drives—are fundamentally mechanisms for manipulating spacetime coordinates. In such frameworks, an observer traverses a closed worldline returning to a past spacetime location, yet their own proper time continues to march forward, ensuring biological age only increases. Stated plainly, traditional time machines manage position but not entropy: even upon arriving thirty years in the past, the traveler remains confined within their present, aged corporeal form. Moreover, sustaining the requisite macroscopic spacetime curvature demands Jupiter-scale negative energy densities, a requirement far exceeding current technological frontiers and consigning such proposals to prolonged theoretical speculation. Within the framework of the Generalized Gauge Equation (GGE) and Einstein-Cartan torsion gravity, this paper proposes a fundamentally distinct paradigm for temporal regression: not by shifting spacetime coordinates, but by locally reversing the entropy arrow. Through the coherent nonlinear superposition of eight high-order vortex optical solitons, we utilize electromagnetic-torsion coupling to excite a stationary negative-entropy bubble. Without altering macroscopic spatial position, this bubble exponentially suppresses the forward reaction rate of free-radical oxidative damage in human cells while relatively enhancing the net efficiency of endogenous repair mechanisms—thereby achieving a physical reversal of free-radical oxidative damage. Due to the upstream driving role of mitochondrial free-radical damage in the causal network of aging, this reversal will indirectly benefit multiple downstream aging hallmarks through cascading effects. On the theoretical front, we first derive the coupling Equations between the effective torsion tensor and the electromagnetic field tensor based on the GGE algebraic equivalence $T_{EM}=J_{12}$ , demonstrating that circularly polarized electromagnetic fields carrying high orbital angular momentum serve as a direct source for a macroscopic axial torsion field. Second, we establish the strict equivalence between the temporal component of axial torsion and the axial