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Question defining frequency as a parameter in RF module

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Hi all,
I’m working on modeling the electric field of a gold nanowire under an incident electric field and I’m trying to set it up so I can change the frequency without having to manually change the dielectric constant in the materials section. I know the equation I have to use, but I’m having a bit of trouble actually getting it to work with the model.
The equation in question is ε=1-ωp2/ω(ω+iγ), with γ and ωp being constants that I have numbers for. What I’ve done is defined those two as parameters (currently under global definitions) and then further defined ω as another parameter with value 0. I then set a range for it in the “Step 1: Frequency Domain” node under Study 1 and also in “Parametric 1”. I put the equation as the value for the dielectric constant under its materials node.
The problem is that when I try to run it, I get either empty parameter errors or “undefined value found” errors with notes about large degrees of freedom giving NaN/Inf in the vector. I suspect that I’m only supposed to have ω defined one place, but I’m not sure how to do it and still have it work in the dielectric function I put in.
Basically, I’m having some trouble with defining parameters and how to use them in the model itself. Any help is appreciated.

4 Replies Last Post 22.03.2012, 03:39 GMT-4
Robert Koslover Certified Consultant

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Posted: 1 decade ago 18.03.2012, 22:04 GMT-4
I'm not sure if I am reading you correctly. But your variable quantity omega = 2.0*pi*freq, right? Comsol's RF module, when in frequency domain mode, is already set up to do parametric sweeps in terms of frequency (freq). So why not just replace your omega variable with 2.0*pi*freq everywhere? It seems to me that that would solve all your issues in specifying omega as a parameter -- or am I missing something?
I'm not sure if I am reading you correctly. But your variable quantity omega = 2.0*pi*freq, right? Comsol's RF module, when in frequency domain mode, is already set up to do parametric sweeps in terms of frequency (freq). So why not just replace your omega variable with 2.0*pi*freq everywhere? It seems to me that that would solve all your issues in specifying omega as a parameter -- or am I missing something?

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Posted: 1 decade ago 21.03.2012, 17:08 GMT-4
Mostly I'm just not sure where to define the freq parameter. It shows up under "Step 1: Frequency Domain", again in the Stationary Solver under Parametric 1, and I'm not sure whether I need to define it as a parameter separately under Global Definitions.
Mostly I'm just not sure where to define the freq parameter. It shows up under "Step 1: Frequency Domain", again in the Stationary Solver under Parametric 1, and I'm not sure whether I need to define it as a parameter separately under Global Definitions.

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Posted: 1 decade ago 21.03.2012, 20:39 GMT-4
Define it only under "Step 1:.."
Define it only under "Step 1:.."

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Posted: 1 decade ago 22.03.2012, 03:39 GMT-4
Hi,

This is not a problem. You first define your parameter in Global definition with unit. And add parameter sweep in your type & give the sweep value. The important thing is that this parameter should be covered as a dependent variable of some function in model itself means this parameter should play a role. I have done it and got sensible results. If still it is not clear send me your file I will do thAT FOR YOU.

Cheers
DEepak
Hi, This is not a problem. You first define your parameter in Global definition with unit. And add parameter sweep in your type & give the sweep value. The important thing is that this parameter should be covered as a dependent variable of some function in model itself means this parameter should play a role. I have done it and got sensible results. If still it is not clear send me your file I will do thAT FOR YOU. Cheers DEepak

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