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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
Can you help me
I am tried to repeat the work in the attached paper but when I want to configure material I saw that there is a parameter called n2 (called kerr coefficient) which not exist in the parameter adjustment.
Can you help me to configure the three parameters with its value or guide me to the relations to convert
Thanks,
Tamer
the OptiFDTD tools has a parameter for the third-order susceptibility
while the paper gives you the kerr coefficient (n2)
there is some relation between those two parameters, and this relation could be found in this paper
https://www.osapublishing.org/josab/abstract.cfm?uri=josab-21-3-640
try it and notify me please with the results
Thank you
I will read it and try to apply
there exists a relation between n(2) and Chi(3): n(2)=3Chi(3)/(4n^2), n is the linear refractive index.
Dear Wang,
Kindly, can you send me the reference to this equation?
Thanks
Tamer S. Mostafa
algwaal@yahoo.com
Tamer,
The reference in question is the one linked to by Hussein earlier in this thread.
Scott