A quantum system is described by a wave function (r) being a superposition of two states with different energies E1 and E2: (x) = c191(r)eiEst/h + c2P2(x)e¬iEst/h. where ci 2ic2 and the real functions 91(x) and p2(æ) have the following properties: P3(x)dr = 1, I P1(x)2(x)dr = 0. Calculate: 1. Probabilities of measurement of energies E1 and E2 2. Expectation value of encrgy (E)
A quantum system is described by a wave function (r) being a superposition of two states with different energies E1 and E2: (x) = c191(r)eiEst/h + c2P2(x)e¬iEst/h. where ci 2ic2 and the real functions 91(x) and p2(æ) have the following properties: P3(x)dr = 1, I P1(x)2(x)dr = 0. Calculate: 1. Probabilities of measurement of energies E1 and E2 2. Expectation value of encrgy (E)
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![A quantum system is described by a wave function (r) being
a superposition of two states with different energies E1 and E2:
(x) = c191(r)eiEst/h + c2P2(x)e¬iEst/h.
where ci 2ic2 and the real functions 91(x) and p2(æ) have the following
properties:
P3(x)dr = 1,
I P1(x)2(x)dr = 0.
Calculate:
1. Probabilities of measurement of energies E1 and E2
2. Expectation value of encrgy (E)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F85e4b871-9d1c-4ae2-b799-fb57954f3d49%2F1c75f9d5-e62c-4901-aef9-dd4cf513be40%2Fman3cgh.jpeg&w=3840&q=75)
Transcribed Image Text:A quantum system is described by a wave function (r) being
a superposition of two states with different energies E1 and E2:
(x) = c191(r)eiEst/h + c2P2(x)e¬iEst/h.
where ci 2ic2 and the real functions 91(x) and p2(æ) have the following
properties:
P3(x)dr = 1,
I P1(x)2(x)dr = 0.
Calculate:
1. Probabilities of measurement of energies E1 and E2
2. Expectation value of encrgy (E)
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