HWPhys623_set1

HWPhys623_set1 - Homework #1 PHYS 623 Spring 2011 Due...

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Homework #1 — PHYS 623 — Spring 2011 Due Friday, FEB-4-2011 at 10:00 a.m. in class Professor Victor Galitski Office: 2330 Physics Class web-page: http://terpconnect.umd.edu/ galitski/PHYS623/ . Write clearly your name and the homework number and staple the pages together. Teaching Assistants: Meng Cheng; Office: PHS2121, Tel: 301-405-7652, Email: chmeng@umd.edu Joe Mitchell; Office: PHS4223, Tel: 301-405-6192, Email: jmitch3@umd.edu Textbooks: J. J. Sakurai and J. J. Napolitano, “Modern Quantum Mechanics” L. D. Landau and L. M. Lifshitz, Vol. III: “Quantum Mechanics Non-Relativistic Theory” Time-Independent Perturbation Theory 1. Consider the Hamiltonian ˆ H = ˆ H 0 + λ ˆ V , where ˆ H 0 has a discrete non-degenerate spec- trum with the eigenfunctions, | n i 0 , and the corresponding eigenenergies, E (0) n . The perturbation, λ ˆ V , with λ ± 1 is a small (in some sense) correction to the Hamilto- nian. We are interested in the solution of the Schr¨odinger equation,
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This note was uploaded on 12/30/2011 for the course PHYSICS 623 taught by Professor Galitski during the Summer '10 term at Maryland.

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HWPhys623_set1 - Homework #1 PHYS 623 Spring 2011 Due...

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