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Quantum-Mechanics
Quantum-Mechanics Questions
Find the energy levels and wave functions of a particle in a potential field
Perturbation theory
Quantum chemistry
5. A particle in the harmonic oscillator potential has the initial wave function Psi(x, 0) = A[\psi_{0}(x) + \psi_{1}(x)] for some constant A. Here to and ₁ are the normalized ground state and the first excited state wavefunctions of the harmonic oscill
At t=0, a particle in a 1-D potential is described by the following wavefunction:
Prove that a unitary transformation can diagonalize a Hamiltonian
A particle of mass m and energy E moving along the x axis is subjected to a potential energy function U(x).
) A particle of mass m and energy E moving along the x axis is subjected to a potential energy function U(x).
) A particle of mass m and energy E moving along the x axis is subjected to a potential energy function U(x).
) A particle of mass m and energy E moving along the x axis is subjected to a potential energy function U(x).
The one-dimensional infinite potential well can be generalized to three dimensions.
The radial wave function for a hydrogen atom in the 3d state is given by
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