Another Problem-Modern Physics-

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In summary, the Bohr model for power law potential involves using the Bohr quantization condition to calculate the quantized energies of allowed orbits of a particle, with the dependence on the quantum number n shown in the answer. For the hydrogen atom, the value of k is needed to find appropriate values for V0 and a in order to obtain the correct potential. These values can then be used, along with the results from part a, to calculate the energy levels of the hydrogen atom.
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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.
 
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  • #2
show us what u have done so far
 
  • #3
i used a particle of mass m moves in a central potential by V=Vo(r/a)^k but i couldn't understand value of k's sutitable combinations for Vo. ?
 

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