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Task-Graph and Functional Programming Models: The New Paradigm
04 Feb 2016 | | Contributor(s):: Ben Bergen
The Message Passing Interface (MPI) is an example of a distributed-memory communication model that has served us well through the CISC processor era. However, because of MPI's low-level interface, which requires the user to manage raw memory buffers, and its bulk-synchronous communication...
Amir Hossein Saeedinia
24 Sep 2013 |
Posted by Tanya Faltens
Here is an explanation from Emily on the mysterious creation of links, and how to avoid it with a leading bang.
This is actually a feature in the wiki called CamelCase. This is the...
John Mayer Faust
HÃ©ctor Corte LeÃ³n
ECE 595E Lecture 36: MEEP Tutorial II
30 Apr 2013 | | Contributor(s):: Peter Bermel
Outline:Recap from MondayExamplesMultimode ring resonatorsIsolating individual resonancesKerr nonlinearitiesQuantifying third-harmonic generation
ECE 595E Lecture 35: MEEP Tutorial I
18 Apr 2013 | | Contributor(s):: Peter Bermel
Outline:MEEP InterfacesMEEP ClassesTutorial examples:WaveguideBent waveguide
ECE 595E Lecture 34: Applications of Finite-Difference Time-Domain Simulations
Outline:Recap from WednesdayPeriodic and randomly textured light-trapping structuresOverviewExperimental motivationComputational setupSimulated field evolutionAbsorption spectraFront coatingsCorrelated random structures
ECE 595E Lecture 31: Coupled Mode Theory Simulation (CMT)
12 Apr 2013 | | Contributor(s):: Peter Bermel
Outline:Recap from WednesdayOverview of Coupled Mode TheoryDerivation of Coupled Mode EquationsApplications:Single WaveguidesAdd-Drop filtersWaveguide BendsChannel DropT-SplittersNonlinear Kerr Waveguides
ECE 595E Lecture 32: Simulations of Coupled Mode Theory Simulation (CMT)
Outline:Recap from FridayNumerical ODE solversInitial value problemsBoundary value problemsnanoHUB Tool – CMTcomb3:RationaleGoverning ODEsUser interfaceOutput analysis
ECE 595E Lecture 33: Introduction to Finite-Difference Time-Domain Simulations
Outline:Recap from MondayIntroduction to FDTDSpecial features of MEEP:Perfectly matched layersSubpixel averagingSymmetryScheme (programmable) interfaceExamples:Periodic light-trapping structuresRandomly textured structures
ECE 595E Lecture 28: S-Matrix Computations
08 Apr 2013 | | Contributor(s):: Peter Bermel