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The Variation Method and Correlation: A Simple Example
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Abstract
A simple two-dimensional system is used to introduce the variation method in its most general form, namely functional variation. The simplicity of the system makes it easy to apply this procedure and solve wave equations exactly, so that variational and exact solutions can be compared and energy correlation can be calculated exactly. The meaning of correlation is analyzed, and two types of correlation–exchange and intrinsic–are characterized. The influence of the correlation on calculated properties other than energy is discussed.
Keywords (Audience):
Upper-Division UndergraduateKeywords (Domain):
Physical ChemistryKeywords (Feature):
Research: Science and EducationKeywords (Subject):
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This article has been cited by 1 ACS Journal articles (1 most recent appear below).

Solution of the Schrödinger Equation for One-Dimensional Anharmonic Potentials: An Undergraduate Computational Experiment
Godfrey S. BeddardJournal of Chemical Education2011 88 (7), 929-931Solution of the Schrödinger Equation for One-Dimensional Anharmonic Potentials: An Undergraduate Computational Experiment
Godfrey S. BeddardJournal of Chemical Education2011 88 (7), 929-931A method of solving the Schrödinger equation using a basis set expansion is described and used to calculate energy levels and wavefunctions of the hindered rotation of ethane and the ring puckering of cyclopentene. The calculations were performed using a ...
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History
- Received: August 03, 2009
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