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A two-level atom has possible energies Eo and E1. Write down the Hamiltonian (energy operator) H as a linear combination of outer products. Next suppose that the atom is in the state u) = |E) + E1). Use H to find the expectation value of the atom's energy.

A two-level atom has possible energies Eo and E1. Write down the Hamiltonian (energy operator) H as a linear combination of outer products. Next suppose that the atom is in the state u) = |E) + E1). Use H to find the expectation value of the atom's energy.

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1. A two-level atom has possible energies Eo and E1. Write down the Hamiltonian (energy operator) H as a linear combination of outer products. Next suppose that the atom is in the state |) = } |E0) + \E1). Use H to find the expectation value of the atom's energy.
Transcribed Image Text:1. A two-level atom has possible energies Eo and E1. Write down the Hamiltonian (energy operator) H as a linear combination of outer products. Next suppose that the atom is in the state |) = } |E0) + \E1). Use H to find the expectation value of the atom's energy.
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