Set these boundary conditions in COMSOL 3.4?

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Discussion Overview

The discussion revolves around setting boundary conditions in COMSOL 3.4 while solving a system of PDEs in cylindrical coordinates under an axisymmetric case. Participants explore the implementation of specific boundary conditions related to the variables involved in the PDEs.

Discussion Character

  • Technical explanation
  • Debate/contested
  • Homework-related

Main Points Raised

  • One participant seeks guidance on implementing boundary conditions, specifically setting u=0 and vr=0 in COMSOL 3.4.
  • Another participant suggests using Dirichlet, Neumann, or mixed boundary conditions directly from the physics settings, or through the equation systems for more specific needs.
  • A separate thread introduces a new topic regarding the creation of photonic crystal fibers and tapered optical fibers in COMSOL 3.5, asking about the environmental setup for designs.
  • One participant recommends checking COMSOL's models and documentation for examples, including an optical fiber model, as a learning resource.
  • A later reply expresses frustration over the simplicity of the optical fiber example compared to the complexities of photonic crystal fibers, noting a lack of detailed documentation for the parameters used in the models.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the best approach to set boundary conditions in COMSOL 3.4, and there are multiple perspectives on the adequacy of existing documentation for photonic applications.

Contextual Notes

Participants express uncertainty regarding the specific implementation details of boundary conditions and the adequacy of examples provided in the documentation for more complex structures.

sunilpatilher
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Hello friends,
Thanks in advance for your answers,

I am using genreal form of PDE to solve system of PDEs. I am dealing with cyllindrical co-ordinates under axisymmetric case. I am not able to understand how to implement boundary conditions such as,

DEL. Gamma=F is system of PDEs
where Gamma is function of (u, v, ur, uz,vr,vz..)

I would like to set u=0 and vr=0 on one of boundary, vr stands for derivative of v w.r.t. r.

can anyone tell me how to set these boundary conditions in COMSOL 3.4?

Thanks again.
sunil
 
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You can give Dirichlet, Neumann or mixed BCs directly from physics --> boundary (depending on your application mode), or then you can go about it via physics --> equation systems and work with the boundary terms for the PDE you're working with or define something specific for a boundary in question (if you need something more general). If you've something beyond this there are further means, Comsol is fairly general this way.
 
PCFs and COMSOL

Hello everyone, I am trying to understand COMSOL 3.5 and I am interested in Photonic crystal fibres and tapered optical fibres. First of all, could you please tell me what is the background of the layout? When you create a design/object, the rest area is air or I need to define another object as the environment?
Now, could you please tell me where I can find instructions of how creating a PCF structure in COMSOL? Furthermore, do you know any good notes/books for COMSOL for photonic applications??
Thank you in advance

Chris
 


Chris,

Did you check out the models and documentation that comsol provides? They have some examples that once the work through may be helpful. I think it has an optical fiber example in there. That's pretty much how I have taught myself Comsol. I don't know of any good books that are out and I have looked around. Maybe someone else knows of one?

Jacob
 


Dear Jacob,
Thank you for your reply. Of course I have checked the examples and the one with the optical fibre; however an optical fibre is a very simple structure and quite different from a photonic crystal fibre and a tapered fibre (of diameter 1um without cladding). Furthermore, due to fact that these models are ready, I don't really know every parameter used in the model because its default and unfortunately the documentation does not explain in details. Thank you for your reply and your time, though. I hope that someone else is also faced with similar problems and will give an answer.

Best Regards,
Chris
 

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