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Volumn 92, Issue 7, 2002, Pages 3711-3716
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Three-dimensional spectral solution of the Schrödinger equation for arbitrary band structures
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Author keywords
[No Author keywords available]
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Indexed keywords
ARBITRARY SHAPE;
ARNOLDI;
CAVITY STRUCTURE;
DINGER EQUATION;
EIGENVALUE PROBLEM;
FULL BAND;
HIGH ENERGY;
HIGH ENERGY STATE;
ITERATIVE EIGENVALUE PROBLEM;
KRYLOV SUBSPACE METHOD;
METAL OXIDE SEMICONDUCTOR;
NON PARABOLICITY;
QUANTUM CAVITY;
ROBUST METHODS;
ROOM TEMPERATURE;
SPECTRAL SOLUTIONS;
ULTRA-SMALL;
CAPACITORS;
CONDUCTION BANDS;
DIELECTRIC DEVICES;
FAST FOURIER TRANSFORMS;
HIGH ENERGY PHYSICS;
EIGENVALUES AND EIGENFUNCTIONS;
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EID: 18644374837
PISSN: 00218979
EISSN: None
Source Type: Journal
DOI: 10.1063/1.1502181 Document Type: Article |
Times cited : (9)
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References (13)
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