PODCAST

[Audio] ECE 695NS: Numerical Simulations of Electro-optic Energy Systems

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  1. 38

    ECE 695NS Student Presentation: Optimization and Analysis of Multilayer Anti-Reflection Coating for Thin-Film Si Selective Solar Absorber

    To increase the absorption of the thin film selective solar absorber, multilayer anti-reflection coating is designed and optimized, which consists a layer of SiO2 followed by TiO2. Local optimization is performed for 20 um Si and at 550C. The optimal thicknesses for SiO2 and TiO2 are found to be 100nm and 50nm respectively, which yields 76.59% thermal transfer efficiency at 100 suns concentration. ...

  2. 37

    ECE 695NS Student Presentation: Analysis of Asymmetrical Cavities with the Finite Element Method

    In this presentation, the analysis of the resonant frequencies and fundamental modes of arbitrarily shaped resonant cavities in three dimensions is explored. An incremental insertion Delaunay triangulation algorithm, a medial axis calculation algorithm, an algorithm for meshing the interior of a domain based on the medial axis, and a fast, GPU-based finite element method algorithm were employed to facilitate the exploration....

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    ECE 695NS Lecture 25: Coupled Mode Theory

    Outline:Recap from WednesdayOverview of Coupled Mode TheoryDerivation of Coupled Mode EquatiomsApplications:Single WaveguidesAdd-Drop filtersChannel DropT-SplittersNonlinear Kerr Waveguides

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    ECE 695NS Lecture 32: Finite-Difference Time Domain Band Structures II

    Outline:Inverse Opal Photonic Crystals:Photonic Band StructuresPhotonic Crystal PhosphorsPhoton recycling in PVGaAs thin filmsNanowire solar cellsCharacterization of PV materialsTime-resolved photoluminescencePlasmonic structures

  10. 29

    ECE 695NS Lecture 18: Using Quantum Espresso for Electronic Band Structures

    Outline:Quantum Espresso Job File StructureSample Structure: Solid MgPerforming 'scf' CalculationsConverging 'scf' EnergiesPerforming 'relax' Calculations

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    ECE 695NS Lecture 27: Finite-Difference Time Domain

    Outline:Introduction to FDTDSpecial features of MEEP:Perfectly matched layersSubpixel averagingSymmetryScheme (programmable) interfaceExamples:Periodic light-trapping structuresRandom and correlated random textured structurtes

  14. 25

    ECE 695NS Lecture 28: Finite-Difference Time Domain in MEEP I

    Outline:MEEP InterfacesMEEP ClassesTutorial examples:WaveguideMultimode ring resonatorsIsolating individual resonancesKerr nonlinearitiesQuantifying third-harmonic generationRandom and correlated random textured structures

  15. 24

    ECE 695NS Lecture 31: Finite-Difference Time Domain Band Structures I

    Outline:Photonic Crystal Waveguides:Photonic BandstructureDefect Resonant ModesWaveguide TransmissionInverse Opal Photonic Crystals:Photonic Band StructuresPhotonic Crystal Phosphors

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    ECE 695NS Lecture 24: Preparing Your Final Presentation

    Outline:Slide 1: Title SlideSlide 2-3: Problem DescriptionSlide 4-5: Mathematical Model FormulationSlide 6-7: Proposed Problem SolutionSlide 8-10: Problem Solution ImplementatiomSlide 11-12: Results and Conclusions

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    ECE 695NS Lecture 20: Transfer Matrices and S4

    Outline:Periodic Solution StrategyStacked periodicityTransverse periodicityS-Matrix SimulationsS4 RCWA solverCapabilitiesLive demonstration

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    ECE 695NS Lecture 19: Transfer Matricies

    Outline:Ray-optics transfer matrixWave-optics matrix methodsT-matrixR-matrixS-matrixPeriodic solution strategyStacked periodicityTransverse periodicity

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    ECE 695NS Lecture 22: Cavity Modeling Framework (CAMFR)

    Outline:CAMFRRationaleProblem formulationExamples

  22. 17

    ECE 695NS Lecture 13: Drift-Diffusion Simulations

    Outline:Drift-Diffusion ModelElectronic transport theorySolution schemePoisson solverScharfetter-Gummel schemeNewton's method

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    ECE 695NS Lecture 17: Electronic Band Structures

    Outline:Density Functional Theory (DFT)DFT in Quantum ESPRESSOQuantum ESPRESSO Packages

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    ECE 695NS Lecture 8: Photonic Bandstructures in MPB

    Outline:Reformulating the EigenproblemSquare Rod Lattice BandstructureTriangular Rod Lattice BandstructurePlotting BandstructuresVisualizing FieldsMaximizing BandgapsDiamond LatticeFinding and Tuning Point Defects

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    ECE 695NS Lecture 15: Advanced Drift-Diffusion Simulations

    Outline:Drift Diffusion Model Physical EffectsSentaurusApplications:Transistor ModelingIntroduction of Trap StatesEffects of Radiation Strikes

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    ECE 695NS Lecture 12: Thermomechanical FEM

    Outline:Static EquilibriumDynamic EquilibriumThermal transport mechanismsThermal transport modeling in MATLAB

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    ECE 695NS Lecture 14: Drift-Diffusion Simulations

    Outline:Recap of Drift-DiffusionSolar Cell PhysicsADEPTOverviewInput modalities and optionsOutput data and interpretation

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    ECE 695NS Lecture 9: Fast Fourier Transforms

    Outline:Fourier AnalysisSampling TheoremDiscrete Fourier TransformsNaïve approachDanielson-Lanczos lemmaCooley-Tukey algorithmVariations of DFTsCorrelation MeasurementsFourier Signal ProcessingFFTWRationalePlanning and Executing DFTsApplication Examples

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    ECE 695NS Lecture 10: Beam Propagation Method I

    Outline:Beam Propagation MethodNonlinear Schrodinger EquationFourier space BPMUniform grid BPM with PMLFinite element formulationVectorial BPM mode solver

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    ECE 695NS Lecture 11: Beam Propagation Method II

    Outline:Vectorial BPM SolverTunable Photonic Crystal FibersElectro-Optic ModulatorElectro-Optic Switch

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    ECE 695NS Lecture 5: Bandstructures for Electro-optic Systems

    Outline:Bandstructure problemBloch's theoremPhotonic bandstructures1D2D

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    ECE 695NS Lecture 6: Photonic Bandstructures

    Outline:Bandstructure symmetries2D Photonic bandstructuresPhotonic waveguide bandstructuresPhotonic slab bandstructures3D Photonic lattice types + bandstructures

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    ECE 695NS Lecture 7: Photonic Bandstructure Calculations

    Outline:Maxwell eigenproblemMatrix decompositionsReformulating the eigenproblemsIterative eigensolversConjugate gradient solversPreconditionersDavidson solversTargeted solvers

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    ECE 695NS Lecture 4: Eigenproblems for Electro-optic Systems

    Outline:Electrostatics PotentialsSolving Ax = bSpin arraysSolving eigenproblemsBandstructure problemBloch's theoremPhotonic bandstructures1D2D

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    ECE 695NS Lecture 3: Practical Assessment of Code Performance

    Outline:Time ScalingExamplesGeneral performance strategiesComputer architecturesMeasuring code speedReduce strengthMinimize array writesProfiling

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    ECE 695NS Lecture 2: Computability and NP-hardness

    Outline:OverviewDefinitionsComputing MachinesChurch-Turing ThesisPolynomial Time (Class P)Class NPNon-deterministic Turing machinesReducibilityCook-Levin theoremCoping with NP Hardness

  38. 1

    ECE 695NS Lecture 1: Introduction and Overview

    Outline:MotivationMy Background and ResearchTopics for This ClassGoals for This ClassAssignments

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