The position-dependent effective mass Schrodinger equation: A quasi-exact solution

  • Moayedi S
  • Jalbout A
  • Solimannejad M
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Abstract

The energy spectra and eigenfunctions of the one-dimensional position-dependent effective mass Schrodinger equation can be obtained by using the standard methods of quasi-exactly solvable quantum mechanical models. Some special examples of position-dependent mass m(x) leading to real energy spectra and bounded wave functions for the Schrödinger equation, are also discussed in detail. © 2003 Published by Elsevier B.V.

Author-supplied keywords

  • Effective mass
  • Position dependent
  • Quasi-exact

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Authors

  • S. K. Moayedi

  • Abraham F. Jalbout

  • M. Solimannejad

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