Assume that the nucleus of an atom can be regarded as a three-dimensional box of width 2:10-¹4 m. If a proton moves as a particle in this box, find (a) the ground-state energy of proton in MeV and (b) the energies of the first excited state. (c) What are the degenerates of these states? Constants: h = 6.626-10-34 [J-s], m = 1.673-10-27 [kg] and ħ=h/2π.
Assume that the nucleus of an atom can be regarded as a three-dimensional box of width 2:10-¹4 m. If a proton moves as a particle in this box, find (a) the ground-state energy of proton in MeV and (b) the energies of the first excited state. (c) What are the degenerates of these states? Constants: h = 6.626-10-34 [J-s], m = 1.673-10-27 [kg] and ħ=h/2π.
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![Assume that the nucleus of an atom can be regarded as a three-dimensional box of
width 2:10-¹4 m. If a proton moves as a particle in this box, find (a) the ground-state energy of
proton in MeV and (b) the energies of the first excited state. (c) What are the degenerates of
these states? Constants: h = 6.626-10-34 [J-s], m = 1.673-10-27 [kg] and ħ=h/2π.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F92572cf8-ed26-4227-b4ce-32944a8c203e%2F43167f29-40ca-4c2e-bc0f-9c5affb0ee99%2Fon2dgkc_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Assume that the nucleus of an atom can be regarded as a three-dimensional box of
width 2:10-¹4 m. If a proton moves as a particle in this box, find (a) the ground-state energy of
proton in MeV and (b) the energies of the first excited state. (c) What are the degenerates of
these states? Constants: h = 6.626-10-34 [J-s], m = 1.673-10-27 [kg] and ħ=h/2π.
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