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Originally Posted by GUILLE If so, what do you mean by this? |
Planck's constant is the quantum of action which is really angular momentum. Angular momentum is the product of mass, velocity, and distance. In Hamiltonian formalism, mass and velocity cannot be separated. In Lagrangian Formalism, the mass is given the value of 1. The generalized coordinates are momenta and position for Hamiltonian and velocity and position for Lagrangian.
But for mass independence of primary forces only
a2▪r2=c makes any sense so that the quantization is derived when there is an integer n such that the next a2 is just na1 but the r2 will becomes r2/n.