Paper VI Quantum Phenomena and Their Spatial Origin in Planck Cube Space Theory
Qiang Zhang
This is Paper VI of the Planck Cube Space Theory series, providing a unified physical realist interpretation of quantum phenomena based on the axiom system of discrete spatial granularity. Key claims: The wavefunction ψψ is the slowly-varying complex envelope of the twist field (radial torsion of Planck cubes), not an abstract probability amplitude. ∣ψ∣2 is the twist density, proportional to the probability of triggering a detector (physical origin of the Born rule). The uncertainty principle arises from spatial discreteness (Δx≥ℓP0) and measurement disturbance. Wave-particle duality is unified as "particle itself (energy cluster) + accompanying twist field". Quantum entanglement originates from the topological identity of a split cubic lattice chain (no energy/information transfer, respecting special relativity). Quantum tunneling reduces to a geometric equipotential channel in the 10−14 Å interval (d=4r0), consistent with experiments. The Schrödinger equation is not a postulate, but an effective evolution equation for the twist field envelope under continuum, long-wavelength, weak-damping approximations. Statistical randomness arises from Planck-scale initial fluctuations, chaotic amplification, and detection coupling — not from intrinsic randomness. This theory does not deny the mathematical validity of quantum mechanics but provides it with a physical carrier, reducing quantum phenomena to the geometric deformations and elastic propagation of the Planck cubic lattice.
•May 14, 2026•5 citations