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Boundary effects in quantum mechanics

 

作者: David H. Berman,  

 

期刊: American Journal of Physics  (AIP Available online 1991)
卷期: Volume 59, issue 10  

页码: 937-941

 

ISSN:0002-9505

 

年代: 1991

 

DOI:10.1119/1.16676

 

出版商: American Association of Physics Teachers

 

关键词: QUANTUM MECHANICS;BOUNDARY−VALUE PROBLEMS;ENERGY;BOUND STATE;SCATTERING AMPLITUDES;WAVE FUNCTIONS

 

数据来源: AIP

 

摘要:

A simple formula is presented for the change in energy of a quantum system in a box when the box is infinitesimally deformed. The result is applied to rederive a formula given by Bartonetal., [Am. J. Phys.58, 751–755 (1990)] for the difference in energy of a bound state calculated with and without box boundary conditions. The formula can also be used to discuss pressure in a quantum system. A generalization of the result has been used for calculating scattering amplitudes for waves scattered by a rough extended surface. Here, a similar manifestly reciprocal result is derived for scattering by bounded objects.

 

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