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Physics, Quantum Mechanics
Year 4

Hermitian conjugate


Note that all the derivatives in the problem are partials with respect to x, and the i is an imaginary number

Find the Hermitian Conjugate (operator O-dagger) of the opeator

O (operator) = (d/dx)*(x^2)*(d^2/dx^2) + (1 + 3i)*x*d/dx

By OTA:  Israel Kovner, PhD

OTA Rating:  5/5

Your Price:  $2.19  (original value ~$51.87)

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Semi-infinite potential well - A semi-infinite potential well is given as shown in the figure. (a) Consider the case when (0 Vo is incident from the right into the potential region. Calculate the coefficient of reflection for the particle. Please see the attached file for ...

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