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Tag: Laplacian Operator

Separation of Variables for the Time-Independent Schrödinger Equation for the Non-Relativistic Hydrogen-Like Atom by James Pate Williams, Jr. BA, BS, MSwE, PhD

Separation of Variables for the Time Independent Schroedinger Equation

Unknown's avatarAuthor jamespatewilliamsjrPosted on May 11, 2018Categories Hydrogen Atom, Quantum Mechanics and Quantum Chemistry, Schrödinger EquationTags Laplacian Operator, Non-Relativistic Quantum Mechanics, Orthogonal Curvilienar Coordinates, Spherical Coordinates, Tensor Analysis, Vector Analysis2 Comments on Separation of Variables for the Time-Independent Schrödinger Equation for the Non-Relativistic Hydrogen-Like Atom by James Pate Williams, Jr. BA, BS, MSwE, PhD

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