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PhotonicsRT: Wave Propagation in Multilayer Structures
The tool calculates the reflection, transmission and absorption of light passing through a lamellar structure with uniform isotropic layers.
Version 1.2.3 - published on 16 Aug 2010
doi:10254/nanohub-r5968.14 cite this
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| Abstract | PhotonicsRT: Wave Propagation in Multilayer Structures calculates the electromagnetic field for a plane wave incident at an arbitrary incident angle on a multilayer material stack using the T-matrix approach. The outputs of the tool are real and imaginary part of reflection coefficient (r), real and imaginary part of transmission coefficient (t), reflectance (R), transmittance (T) and absorption (A).
r = Er ⁄ Ei t = Et ⁄ Ei where Ei is the incident electric field amplitude, Er is the reflected electric field amplitude and Et is the transmitted electric field amplitude. (Note that the same definitions are used for both TE mode and TM mode.) The values of R, T and A are calculated by the following equations, R = |r|2 T = |t|2 × nsub ⁄ nsup A = 1 - R - T where nsup is the refractive index of the substrate and nsup is the refractive index of the superstrate. User defines the following parameters:
The material parameters used in this tool are permittivity and permeability. For permittivity, the same interpolation method and sources are used as PhotonicsDB: Optical Constants. For permeability, all the values are fixed to unity. Related tools: PhotonicsSHA-2D: Modeling of Single-Period Multilayer Optical Gratings and Metamaterials Hyperlens Design Solver Hyperlens Layer Designer PhotonicsDB: Optical Constants |
| Powered by | PhotonicsRT: Wave Propagation in Multilayer Sturactures is built on a MATLAB script developed in collaboration by Drs. Uday Chettiar and Alex Kildishev. Learn more about nanophotonics and plasmonics from Professor Shalaev's research webpage. |
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| References | Electromagnetic Theory, J. A. Stratton, McGraw-Hill Book Company (1941). Principles of Optics - Electromagnetic theory of propagation, interference and diffraction of light, M. Born and E. Wolf, Cambridge University Press (2001). Negative refractive index in optics of metal-dielectric composites, A.V. Kildishev, W. Cai, U. K. Chettiar, H-K. Yuan, A.K. Sarychev, V.P. Drachev, and V.M. Shalaev, J. Opt. Soc. Am. B, Vol.23, No.3 423-433 (2006). Handbook of Optical Constants of Solids, Edward D. Palik (Ed.), Academic Press (1997). Optical Constants of the Noble Metals, P. B. Johnson and R. W. Christy, Physical Review B Vol.6 n.12 (1972). |
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