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Optiwave software can be used in different industries and applications, including Fiber Optic Communication, Sensing, Pharma/Bio, Military & Satcom, Test & Measurement, Fundamental Research, Solar Panels, Components / Devices, etc..
OptiOmega is a collection of products specialized for photonic integrated circuit simulation. It automates the design flow for
generating compact models from device level simulations. The software package includes two solvers that can be used via
Python scripting: Vector Finite Difference (VFD) Mode Solver and Finite Difference Time Domain (FDTD) Electromagnetic Solvers.
Download our 30-day Free Evaluations, lab assignments, and other freeware here.Â
Optiwave software can be used in different industries and applications, including Fiber Optic Communication, Sensing, Pharma/Bio, Military & Satcom, Test & Measurement, Fundamental Research, Solar Panels, Components / Devices, etc..
OptiOmega is a collection of products specialized for photonic integrated circuit simulation. It automates the design flow for
generating compact models from device level simulations. The software package includes two solvers that can be used via
Python scripting: Vector Finite Difference (VFD) Mode Solver and Finite Difference Time Domain (FDTD) Electromagnetic Solvers.
Download our 30-day Free Evaluations, lab assignments, and other freeware here.Â
For my master’s graduation project, I have been working on fiber mode calculations. Recently, I ran into an article on the Optiwave support site that seems to solve some of the numerical troubles I had been having with solving the dispersion relations: <a href=”https://optiwave.com/optifiber-manuals/optical-fiber-fiber-mode-solvers/”>https://optiwave.com/optifiber-manuals/optical-fiber-fiber-mode-solvers/</a>
. However, implementing the model in Wolfram Mathematica (see attachment), yields different results than in the article.
I tried the given example geometry: a step index fiber with radius 2 um, core index 1.46, cladding index 1.45, order 0 and wavelength 0.5 um. The resulting effective indices should be about 1.45495, but my calculations give two indices around 1.45875. On top of that, the resulting equations seem to be a few orders of magnitude smaller.
Thank you in advance for your help, I hope you can point me in the right direction.
This is a duplicate post.
This is a duplicate post.
Apologies, I was not directed the post when I clicked submit, so I assumed that the wrong file type had caused a submit error and tried again. Please find attached a zip file containing the Mathematica notebook.
Apologies, I was not directed the post when I clicked submit, so I assumed that the wrong file type had caused a submit error and tried again. Please find attached a zip file containing the Mathematica notebook.