A Correction to the Josephson Voltage-Frequency Formula

This paper proposes a correction to the standard Josephson voltage-frequency relation f = (2e/h)·U based on the framework of World Quantum Theory (WQT). Starting from the ontological identity of static energy and voltage established in the companion paper, we derive the general relation between the macro-rotation frequency f_w and the voltage V_m: f_w = (e_m / (x·ℏ)) · V_m · (v²/dc) where e_m is the particle per-cycle charge, x is the projective coupling factor, ℏ is the reduced Planck constant, and (v, d) are the tangential and radial velocity components. This formula shows that the standard Josephson relation is a special case of this general expression, valid only in the terrestrial projection layer (x = 2π) when e_m = 2e (Cooper pair charge) and v² = dc (a specific kinematic condition). In general environments, the ratio f/U depends on the particle's kinematic state (v, d) and may vary with the projection layer x. We propose experimental tests to measure the deviation of f/U from 2e/h under varying environmental conditions. Keywords: Josephson effect, World Quantum Theory, static energy, voltage-frequency relation, environmental dependence