-
-
January 6, 2025 at 2:17 pmH1640846343Subscriber
Â
EME conducted simulations of a single period of Bragg grating and successfully obtained transmission spectra. I tried scanning the temperature parameters of the EME solver to see if I could observe the relationship between temperature and transmission spectra. But in the options of the scanning result, there is only the image of user a matrix, as shown on the left side of the above picture. I don't understand what this represents? What does this mean? What can be obtained through this matrix? Also, I have a question. Will the temperature change of materials with palik suffix already in the material library affect their refractive index? I hope you can help me answer or tell me where to find relevant content on the official website
-
January 6, 2025 at 5:16 pmKirillAnsys Employee
Dear Subscriber,
For EME simulation results, please refer to the following resources: the EME Solver analysis window overview, particularly the S-matrix mapping section, as well as the associated application examples, such as waveguide Bragg gratings and fiber Bragg gratings.
Regarding temperature dependency: unfortunately, no. If the material type is set to 'Sampled 3D Data,' it does not support temperature dependency. You will need to create a custom material with a defined temperature dependency. Please refer to the article Temperature dependent refractive index models for guidance.
Best regards,
KirillÂ
-
- You must be logged in to reply to this topic.
- Difference between answers in version 2024 and 2017 lumerical mode solution
- Errors Running Ring Modulator Example on Cluster
- Import material .txt file with script
- Trapezoidal ring
- Help for qINTERCONNECT
- Absorption cross-section of AuNR excited by prism-based TIR
- Issues with getting result from interconnent analysis script
- Topology Optimization Error
- How to measure transmission coefficients on a given plane .
- Edge Coupler EME Example Issue
-
1627
-
618
-
599
-
591
-
366
© 2025 Copyright ANSYS, Inc. All rights reserved.