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getcarter
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Bohr model for power law potential
(a). Use the Bohr quantization condition for angular momentum,
L = n¯h, to calculate the quantized energies of allowed orbits of the
particle. (Your answer should show the dependence on the quantum
number n).
(b). What value of k corresponds to the hydrogen atom? Find
values for V0 and a (or a suitable combination of these constants) which
give the correct potential for hydrogen.
(c). Use your result from parts a) and b) to calculate the energy
levels of the hydrogen atom.
(a). Use the Bohr quantization condition for angular momentum,
L = n¯h, to calculate the quantized energies of allowed orbits of the
particle. (Your answer should show the dependence on the quantum
number n).
(b). What value of k corresponds to the hydrogen atom? Find
values for V0 and a (or a suitable combination of these constants) which
give the correct potential for hydrogen.
(c). Use your result from parts a) and b) to calculate the energy
levels of the hydrogen atom.