Reveal the nature of Planck's constant

Elementary particles are two elemental charges orbiting each other, which is a model of the optical quantum, regardless of the law that exists in the following is M^2R=Q, where M is the mass of the inter-rotating elemental charge, R is the radius of the inter-orbiting elemental charge, and Q is a constant. The mass originates from the orbital velocity of the elemental charge, the mass of the elemental charge m = kv, v is the linear velocity of the elemental charge, m is the mass of the elemental charge, and k is the proportionality constant. Based on the energy of the photon E=hγ, Planck's constant can be considered as momentum × displacement. where the displacement should be the radius of the elemental charges orbiting each other, and Planck's constant can be written as h=MvR, which is the angular momentum of the elementary particle. Since m=kv, M^2R=Q, h=MvR=MMR/k=M^2R/K=Q/K, since Q and k are constants, h must be constants, the angular momentum of the elementary particles is conserved, and the value of the angular momentum of the elementary particles is Planck's constant