A Linear Representation of the Tight-Binding Wave and Green Functions of Defect Crystals by Perfect Crystal Functions Full article
Journal |
Physics of Low-Dimensional Structures (up to 2006)
ISSN: 0204-3467 |
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Output data | Year: 1999, Volume: 1999, Number: 5-6, Pages: 189-193 Pages count : 5 | ||
Tags | ELECTRONIC-STRUCTURE CALCULATIONS; SCATTERING-THEORETIC METHOD; SEMICONDUCTORS; SURFACE; INTERFACES; VACANCY; Si | ||
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Abstract:
The coefficients of the tight-binding wave function of a perturbed crystal are represented as a linear combination of contributions of the unperturbed crystal wave and Green functions. A similar representation is used for the tight-binding Green function. The sets of equations determining the values of the contributions are developed. These sets of equations are compared with the Lippmann-Schwinger and Dayson equations.
Cite:
Tapilin V.M.
A Linear Representation of the Tight-Binding Wave and Green Functions of Defect Crystals by Perfect Crystal Functions
Physics of Low-Dimensional Structures (up to 2006). 1999. V.1999. N5-6. P.189-193. WOS Scopus РИНЦ
A Linear Representation of the Tight-Binding Wave and Green Functions of Defect Crystals by Perfect Crystal Functions
Physics of Low-Dimensional Structures (up to 2006). 1999. V.1999. N5-6. P.189-193. WOS Scopus РИНЦ
Dates:
Submitted: | Dec 10, 1998 |
Accepted: | Dec 23, 1998 |
Identifiers:
Web of science | WOS:000081400400017 |
Scopus | 2-s2.0-0346276244 |
Elibrary | 13323203 |
Citing:
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