The Hamiltonian operator for a one-dimensional harmonic oscillator moving in the x direction is Find the value
Question:
Find the value of the constant a such that the function eˆ’ax2 is an eigenfunction of the Hamiltonian operator and find the eigenvalue E. The quantity k is the force constant, m is the mass of the oscillating panicle, and „ is Planck€™s constant divided by 2Ï€.
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Divide by e ax2 The coefficients of x 2 on the two sides o...View the full answer
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