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This document discusses the Hamiltonian operator for molecules in quantum mechanics. It begins by introducing the time-independent Schrodinger equation and how operators correspond to physical properties. It then discusses how to construct the Hamiltonian operator as the sum of kinetic and potential energy operators for molecules. Examples are given for the hydrogen atom, helium atom, and water molecule. It notes that the Born-Oppenheimer approximation treats nuclear and electronic motion separately. It int

Author

frbekkk

Language

EN