| Popis: |
In this paper, we try to solve the infinite square well problem by using the Bohr model. We first discuss 1/r and r^2 potentials, then we generalize these results to the power potential of type r^β. After yielding correct Virial theorem results for the partitioning of the total energy between kinetic and potential, we treat the infinite square well potential as a limiting case of power-law potential. Our result differs at the numerical level but has the correct dependence on all constants and parameters. |
