A Method for Calculating Particle Volume Based on the WQT Wave Function

Based on the complete WQT wave function ΨWQT(t)=r0⋅e(b+i)θ(t) and the geometric properties of the three-dimensional logarithmic spiral, this paper proposes a method for calculating the volume of a particle as it manifests on the projection layer. Utilizing the trajectory of the horizontal radius given by the wave function and the equivalence "rising speed = radial speed," the particle volume is expressed as: where r0 is determined by the particle's Compton wavelength, b is the environmental growth rate, and Θ is the accumulated phase. This volume is not a constant but a testable quantity that varies with the environmental coupling factor x. This method introduces no additional assumptions and provides a theoretical foundation for the geometric calculation of particle volume.