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Potential Envelopes in Wave Mechanics by harbhwork is a document available to read on EtoBox.
What is Potential Envelopes in Wave Mechanics about?
The article discusses the perturbation of exactly soluble problems in wave mechanics using the method of potential envelopes. It presents a formula for estimating the eigenvalues of a Hamiltonian with a transformed potential, demonstrating how convex or concave transformations can yield upper or lower bounds on these eigenvalues. An example is provided, illustrating the application of this method to a specific Hamiltonian, leading to a lower bound for the lowest eigenvalue.
- Author
- harbhwork
- Language
- EN