Quantum Flux and Force in a Rotating Frame

In a previous note (1), the Schrodinger time-independent equation is divided by the wavefunction and then a spatial derivative taken. This leads to an equation with force=-d/dx V(x) present. Then, d/dx ( d/dx d/dx W / W) is written microscopically as  (Sum over p   p³ f(p) exp(ipx)) / W – (d/dx d/dx W)/W (d/dx W)/W. Here W(x) is the wavefunction. Thus, force is related to a microscopic average kinetic energy flux minus an average kinetic energy times an average flux. In this note, we try to examine the same situation in a rotating frame and examine force in this case and also try to consider microscopic features of V(r).