Physics · Quantum Mechanics
A one-dimensional quantum harmonic oscillator with frequency ω is in its ground state. Its normalized wave function is given by ψ(x) = (mωπħ)1/4 exp[-mω2ħ x2]. If the frequency is suddenly increased to 2ω, the probability of finding the particle in its new ground state is:
- 1(32√2)1/2
- 223
- 3(2√23)1/2
- 42√23✓
Correct answer
2√23
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