Energy spectrum of an electron confined in the hexagon-shaped quantum well
Considering the hexagonal-shaped quantum-scale formations on the surface of thin semiconductor films, a methodology was developed to obtain the analytical solution of the Schrdinger equation when impenetrable walls of a quantum well are treated as mirrors. The results obtained allowed the calculati...
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Published in | 中国科学:技术科学英文版 no. 1; pp. 15 - 18 |
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Main Author | |
Format | Journal Article |
Language | English |
Published |
2009
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Subjects | |
Online Access | Get full text |
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Abstract | Considering the hexagonal-shaped quantum-scale formations on the surface of thin semiconductor films, a methodology was developed to obtain the analytical solution of the Schrdinger equation when impenetrable walls of a quantum well are treated as mirrors. The results obtained allowed the calculation of the space probability distributions and the energy spectrum of the particle confined in a hex-agonal-shaped well. |
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AbstractList | Considering the hexagonal-shaped quantum-scale formations on the surface of thin semiconductor films, a methodology was developed to obtain the analytical solution of the Schrdinger equation when impenetrable walls of a quantum well are treated as mirrors. The results obtained allowed the calculation of the space probability distributions and the energy spectrum of the particle confined in a hex-agonal-shaped well. |
Author | Yu. V. VOROBIEV V. R. VIEIRA P. P. HORLEY P. N. GORLEY J. GONZLEZ-HERNNDEZ |
AuthorAffiliation | CINVESTAV Unidad Querétaro, Libramiento Norponiente #2000 Centro de Física das Interaces Fundamentais, Av. Rovisco Pais Yuri Fedkovych Chernivtsi National University, 2 Kotsyubynsky str. CIMAV, 120 Miguel de Cervantes |
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Notes | Yu. V. VOROBIEV1, V. R. VIEIRA2, P. P. HORLEY2,3, P. N. GORLEY3 & J. GONZLEZ-HERNNDEZ4 1 CINVESTAV Unidad Querétaro, Libramiento Norponiente #2000, 76230 Querétaro, Mexico; 2 Centro de Física das Interaces Fundamentais, Av. Rovisco Pais, 1049-001 Lisboa, Portugal; 3 Yuri Fedkovych Chernivtsi National University, 2 Kotsyubynsky str., 58012 Chernivtsi, Ukraine; 4 CIMAV, 120 Miguel de Cervantes, 31109 Chihuahua, Mexico 11-5845/TH |
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Snippet | Considering the hexagonal-shaped quantum-scale formations on the surface of thin semiconductor films, a methodology was developed to obtain the analytical... |
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SubjectTerms | boundary conditions equation function hexagon impenetrable quantum reflection Schrdinger walls wave well |
Title | Energy spectrum of an electron confined in the hexagon-shaped quantum well |
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