Title: Motion in Quantum Mechanics This publication describes motion in quantum mechanics as the processual displacement of a C (centrum C) - state along a radius r . Velocity is not defined as distance per unit time, but as process velocity, which arises from the coupling of orbital rotation and intrinsic rotation. The inverse proportionality of distance and process velocity replaces the classical m/s definition . Linear momentum becomes visible as explosive momentum, and vortex momentum as a natural form of motion. The blur relation shows that the start and end points are projections and that the distance vanishes during the process. Space is vortex. Movement is process. C carries the state, r carries the displacement. Everything visible is the trace of a process—never the line of an object.
Manfred Thiele (Fri,) studied this question.