An electron is placed in a magnetic field and has spin states | 1): 問 15-6 14) = The electron can be described via the Hamiltonian as following 0 = G(B. [1 _-] + B-[¦ ¦]) [191] B₂ H=-B-S=GB₂ Show Transcribed Text Find the exact eigenvalues to the Hamilton-operator.
An electron is placed in a magnetic field and has spin states | 1): 問 15-6 14) = The electron can be described via the Hamiltonian as following 0 = G(B. [1 _-] + B-[¦ ¦]) [191] B₂ H=-B-S=GB₂ Show Transcribed Text Find the exact eigenvalues to the Hamilton-operator.
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Find the exact eigenvalues to the Hamilton-operator.
![An electron is placed in a magnetic field and has spin states
問
14-6-
| 1)
The electron can be described via the Hamiltonian as following
0
= G(B. [1 2] + B. ])
H=-B-S=GB₂
Show Transcribed Text
Find the exact eigenvalues to the Hamilton-operator.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Faad10079-3146-4237-9a5a-c9735f18d55a%2Fbed9c346-11e7-4d2b-b436-620f56511ed2%2Fit92rhp_processed.png&w=3840&q=75)
Transcribed Image Text:An electron is placed in a magnetic field and has spin states
問
14-6-
| 1)
The electron can be described via the Hamiltonian as following
0
= G(B. [1 2] + B. ])
H=-B-S=GB₂
Show Transcribed Text
Find the exact eigenvalues to the Hamilton-operator.
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