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QUANTUM MECHANICS Examples of operators

ψ(x) is the eigenfunction, E is the eigenvalue, & the Hamiltonian operator is (-h2/2m) d2/dx2 + V(x) The Hamiltonian function was originally defined in classical mechanics for systems where the total energy was conserved. This occurs when the potential energy is a function of the coordinates only. this is the type of system to be studied with

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  Eigenvalue

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