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Volumn 21, Issue 12, 2009, Pages 817-819
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A general ADE-FDTD algorithm for the simulation of dispersive structures
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Author keywords
Algorithm design and analysis; Auxiliary differential equation (ADE); Computational modeling; Dispersion; Finite difference methods; Finite difference time domain (FDTD) method; Lorentz Drude model; Material dispersion; Mathematical model; Plasmons; Surface plasmon polariton (SPP); Time domain analysis
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Indexed keywords
ALGORITHM DESIGN AND ANALYSIS;
AUXILIARY DIFFERENTIAL EQUATION (ADE);
COMPUTATIONAL MODELING;
FINITE-DIFFERENCE TIME-DOMAIN (FDTD) METHOD;
LORENTZ-DRUDE MODEL;
MATERIAL DISPERSION;
SURFACE PLASMON POLARITON (SPP);
ADVECTION;
ALGORITHMS;
COMPUTATIONAL METHODS;
DIFFERENCE EQUATIONS;
DIFFERENTIAL EQUATIONS;
DISPERSION (WAVES);
DISPERSIONS;
FINITE DIFFERENCE TIME DOMAIN METHOD;
METHOD OF MOMENTS;
OPTICAL DATA STORAGE;
PARTICLE OPTICS;
PHONONS;
PHOTONS;
PLASMONS;
QUANTUM THEORY;
SILVER;
SIMULATORS;
STRUCTURAL DESIGN;
SURFACE PLASMON RESONANCE;
SURFACES;
MATHEMATICAL MODELS;
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EID: 67649289930
PISSN: 10411135
EISSN: None
Source Type: Journal
DOI: 10.1109/LPT.2009.2018638 Document Type: Article |
Times cited : (93)
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References (10)
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