How are energy eigenvalues of a wave-function related to the eigenvalue of matrices?
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Schrodinger equation is a second order DE. Given a potential, I wish to perform standard -find the ground state energy, plot the wavefunction, find the reduced mass exercises using finite difference method. I am confused about how much input do i need to give and what matrix has eigenvalues which are the allowed energy of the system.
Answered by
0
Schrodinger equation is a second order DE. Given a potential, I wish to perform standard -find the ground state energy, plot the wavefunction, find the reduced mass exercises using finite difference method. I am confused about how much input do i need to give and what matrix has eigenvalues which are the allowed energy of the system.
Hope its help u
Hope its help u
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