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Challenges of matching the results of 2D axisymmetric and 3D for a cylinder

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Hello everyone:
I am modeling the transport of diluted species in a cylinder in 2D axisymmetric and 3D domain. I could not match the simulation results of the 3D model with that of the 2D axisymmetric. The obtained current value (using component coupling: integration) in 2D axisymmetric is higher than that of the 3D model.
Although that modeling the cylinder geometry in 3D sounds very easy and straightforward at first place but it is rather very complicated!
In 3D:
If I solve the problem for the whole cylinder, the current value would be negligible. Then I have to solve the problem for half of the cylinder and considering the symmetry boundary ( no flux) on the other half of the cylinder ( matching the result is not achievable with 2D-axi). And If I solve the problem for a quarter of cylinder, I would get very wrong results as I got the flux in both x and y coordinates axes!!! (with the same values)
Wondering if I am doing something wrong or if it is rather software limitation?
Any response would be greatly appreciated
Thank you so much in advance
Mah

8 Replies Last Post 1 mar 2016, 15:07 GMT-5
Jeff Hiller COMSOL Employee

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Posted: 9 years ago 29 feb 2016, 10:29 GMT-5
If your physics are axisymmetric, you can expect an excellent match between results obtained with a 2D axisymmetric model and the corresponding full-fledged 3D model. Your models are probably not set up correctly. I recommend you post your .mph files so Discussion Forum users can provide insights.
Best,
Jeff
If your physics are axisymmetric, you can expect an excellent match between results obtained with a 2D axisymmetric model and the corresponding full-fledged 3D model. Your models are probably not set up correctly. I recommend you post your .mph files so Discussion Forum users can provide insights. Best, Jeff

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Posted: 9 years ago 29 feb 2016, 18:00 GMT-5
Hi Jeff,

Thank you very much for your response. Here are my .mph files.

Regards

M



Hi Jeff, Thank you very much for your response. Here are my .mph files. Regards M


Jeff Hiller COMSOL Employee

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Posted: 9 years ago 1 mar 2016, 08:53 GMT-5
Your 3D geometry is not axisymmetric, nor are your boundary conditions. There could be other differences between your two files, but those two jumped at me.
Best,
Jeff
Your 3D geometry is not axisymmetric, nor are your boundary conditions. There could be other differences between your two files, but those two jumped at me. Best, Jeff

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Posted: 9 years ago 1 mar 2016, 11:00 GMT-5
Thanks, Jeff for your respond. But I am simulating a cylindrical geometry therefore, it is axisymmetric. If If it is not the case should the 2D results match with the 3D results or not?

There is another post in the discussion forum entitled: Differences among 2D and 3D results for electroamgnetic problem. It is not possible to quote here then here is copy of part of it:

October 29, 2010 10:06am UTC in response to Ion Quintana
Re: Differences among 2D and 3D results for electroamgnetic problem

Hi

if you are using MEF in V4.0a and you have a factor "2" between external current induced flux obtained by COMSOL and your analytical calculations then try using "MF" instead. (This applies also to the early 4.1.0.74 for me)

I'm waiting for a reply from the COMSOL developers as I suspect a typo behind there, check the equations. There is something I do not catch, and it took me some time to identify what could be wrong.
It's the same with a sign issue on M or Br defined magnets, but this could also be a convention issue that has been changed

--
Good luck
Ivar

October 29, 2010 12:52pm UTC in response to Ivar Kjelberg
Re: Differences among 2D and 3D results for electroamgnetic problem

Hi Ivar,

Of course, I am using V4.0a. I have done both simulation (2Daxi and 3D) in MF and error for Hz is less than %1. ( I had done 2D axisymmetric simulation in MEF and 3D in MF). Great!

However, now I have a new question. For this 2D axisymmetric problem, if I use either MF or MEF, the differences between them is the %50. Why?

What is the difference between MF and MEF?

Thanks in advanced.

Jon

October 29, 2010 3:13pm UTC in response to Ion Quintana
Re: Differences among 2D and 3D results for electroamgnetic problem

Hi

I do not believe MEF is correct, I suspect a typo in the formulas, look at the equations behind ;)

--
Good luck
Ivar

Regards


Thanks, Jeff for your respond. But I am simulating a cylindrical geometry therefore, it is axisymmetric. If If it is not the case should the 2D results match with the 3D results or not? There is another post in the discussion forum entitled: Differences among 2D and 3D results for electroamgnetic problem. It is not possible to quote here then here is copy of part of it: October 29, 2010 10:06am UTC in response to Ion Quintana Re: Differences among 2D and 3D results for electroamgnetic problem Hi if you are using MEF in V4.0a and you have a factor "2" between external current induced flux obtained by COMSOL and your analytical calculations then try using "MF" instead. (This applies also to the early 4.1.0.74 for me) I'm waiting for a reply from the COMSOL developers as I suspect a typo behind there, check the equations. There is something I do not catch, and it took me some time to identify what could be wrong. It's the same with a sign issue on M or Br defined magnets, but this could also be a convention issue that has been changed -- Good luck Ivar October 29, 2010 12:52pm UTC in response to Ivar Kjelberg Re: Differences among 2D and 3D results for electroamgnetic problem Hi Ivar, Of course, I am using V4.0a. I have done both simulation (2Daxi and 3D) in MF and error for Hz is less than %1. ( I had done 2D axisymmetric simulation in MEF and 3D in MF). Great! However, now I have a new question. For this 2D axisymmetric problem, if I use either MF or MEF, the differences between them is the %50. Why? What is the difference between MF and MEF? Thanks in advanced. Jon October 29, 2010 3:13pm UTC in response to Ion Quintana Re: Differences among 2D and 3D results for electroamgnetic problem Hi I do not believe MEF is correct, I suspect a typo in the formulas, look at the equations behind ;) -- Good luck Ivar Regards

Jeff Hiller COMSOL Employee

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Posted: 9 years ago 1 mar 2016, 13:41 GMT-5
Perhaps you sent the wrong file? Your 3D geometry is not axisymmetric: one part of it is a parallelepiped.
Even if you replaced that block with a cylinder your model would still not be axisymmetric due to the non-axisymmetric boundary conditions.
Jeff
Perhaps you sent the wrong file? Your 3D geometry is not axisymmetric: one part of it is a parallelepiped. Even if you replaced that block with a cylinder your model would still not be axisymmetric due to the non-axisymmetric boundary conditions. Jeff

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Posted: 9 years ago 1 mar 2016, 14:14 GMT-5
Hi Jeff,
Actually it is a cylindrical geometry. That parallelepiped shape is due to the mesh, since I had to deleted the meshes to send the file. If you please either check the geometry 1 or if you build all meshes you will see the cylindrical geometry.

Thanks
Hi Jeff, Actually it is a cylindrical geometry. That parallelepiped shape is due to the mesh, since I had to deleted the meshes to send the file. If you please either check the geometry 1 or if you build all meshes you will see the cylindrical geometry. Thanks

Jeff Hiller COMSOL Employee

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Posted: 9 years ago 1 mar 2016, 14:35 GMT-5
See screenshot of your file. Looks like a block to me, regardless of mesh settings :)
Jeff
See screenshot of your file. Looks like a block to me, regardless of mesh settings :) Jeff


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Posted: 9 years ago 1 mar 2016, 15:07 GMT-5
Hi Jeff,

Oh I see, sorry, that block is the domain. Actually I am simulating a recessed cylinder ( r= 250 nm). The whole model consists of: a big block as domain and two recessed cylinder. I am interested in the second cylinder and I solving the problem for half it. Please see the zoom in screenshots.

Thanks
Hi Jeff, Oh I see, sorry, that block is the domain. Actually I am simulating a recessed cylinder ( r= 250 nm). The whole model consists of: a big block as domain and two recessed cylinder. I am interested in the second cylinder and I solving the problem for half it. Please see the zoom in screenshots. Thanks

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