nanoHUB-U Nanophotonic Modeling L1.2: Photonic Bandstructures and Bandgaps: 1D Bandstructures
Table of Contents:
00:09 Lecture 1.2: 1D Bandstructures
00:29 Electron Dilemma Also Found in Optics
02:25 Bloch Theorem
03:51 Bloch Theorem
05:09 Bloch Theorem: Numerical Solution
06:09 Bloch Theorem: Real-Space Basis
07:13 Bloch Theorem: Real-Space Basis
08:16 Bloch Theorem: Fourier Space Basis
10:55 Bloch Theorem: Fourier Space Basis
12:43 1D Electronic Bandstructures
16:41 1D Photonic Bandstructures
19:43 Next Class
This video is part of the nanoHUB-U course "Nanophotonic Modeling" (http://nanohub.org/courses/npm)
Nanophotonic Modeling is a five week course that explores the next generation of optical and opto-electronic systems. Systems at the wavelength scale (nanophotonics) or smaller (plasmonics, metamaterials) stand ready to provide new capabilities for the next generation of optical and opto-electronic components, including new types of optical waveguides, lasers, detectors, and solar cells. This course presents advanced methods for simulating such nanophotonic and plasmonic optical systems, including photonic bandstructure solvers, transfer matrix analysis, rigorous coupled wave analysis, finite-difference time domain, and finite-element methods.
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