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Schrodinger's wave equation derivation
Schrodinger's wave equation derivation





Second, the electron in the ground state of the hydrogen atom is found to oscillate radially over a very small distance around the average position of the electron. the number of states now agrees with the experimentally determined number of states in atoms without consideration of the two spin states of the electron. an additional independent set of states is obtained.

schrodinger

Applying both independent Schrodinger equations to an atom. two identical and independent Schrodinger equations are derived instead of one as expected. Then, the Schrödinger equation is obtained by a Lorentz transformation of the stationary constructive interference peak from the moving system to the rest system. Based on this hypothesis, an elementary particle moving in the rest system may be represented in the moving system by a stationary constructive interference peak. Instead, it is hypothesized that the universe is a pure wave system and the constructive interference peaks of the wave system are the elementary particles. The concept of fundamental particles with associated wave properties as the basic elements of physics is abandoned. The derivation of the time-independent Schrödinger equation is based on a new approach to basic physics.







Schrodinger's wave equation derivation