Robert Koslover
Certified Consultant
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Posted:
3 years ago
5 lug 2021, 17:15 GMT-4
Updated:
3 years ago
5 lug 2021, 17:15 GMT-4
Question: Is all the physics in your model linear, such that superposition holds? if so, I suggest you instead run two frequency-domain models, one with the first source at 10 kHz (and the second source off) and the second model with the second source at 10.01 kHz (and the first source off), and then sum the fields (or currents) from the two separate runs. This should work far more easily than attempting to maintain sufficient accuracy in a long run time-domain model.
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Scientific Applications & Research Associates (SARA) Inc.
www.comsol.com/partners-consultants/certified-consultants/sara
Question: Is all the physics in your model *linear*, such that superposition holds? *if so,* I suggest you instead run two frequency-domain models, one with the first source at 10 kHz (and the second source off) and the second model with the second source at 10.01 kHz (and the first source off), and then sum the fields (or currents) from the two separate runs. This should work far more easily than attempting to maintain sufficient accuracy in a long run time-domain model.
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Posted:
3 years ago
6 lug 2021, 03:26 GMT-4
Question: Is all the physics in your model linear, such that superposition holds? if so, I suggest you instead run two frequency-domain models, one with the first source at 10 kHz (and the second source off) and the second model with the second source at 10.01 kHz (and the first source off), and then sum the fields (or currents) from the two separate runs. This should work far more easily than attempting to maintain sufficient accuracy in a long run time-domain model.
Thanks for the suggestion, Robert. How do you mean to sum them up: when plotting already?
Also, I think in this simple case superposition holds. Do you have an example when that wouldn't be the case? I guess it doesn't matter if I simply increase number of sources.
>Question: Is all the physics in your model *linear*, such that superposition holds? *if so,* I suggest you instead run two frequency-domain models, one with the first source at 10 kHz (and the second source off) and the second model with the second source at 10.01 kHz (and the first source off), and then sum the fields (or currents) from the two separate runs. This should work far more easily than attempting to maintain sufficient accuracy in a long run time-domain model.
Thanks for the suggestion, Robert. How do you mean to sum them up: when plotting already?
Also, I think in this simple case superposition holds. Do you have an example when that wouldn't be the case? I guess it doesn't matter if I simply increase number of sources.
Robert Koslover
Certified Consultant
Please login with a confirmed email address before reporting spam
Posted:
3 years ago
6 lug 2021, 12:15 GMT-4
In a linear medium, the response is directly (linearly) proportional to the stimulus. For example, a simple ideal resistor is a linear component, because if you double the voltage across it, the current through it doubles. Ideal inductors and ideal capacitors are also linear. In contrast, semiconductor junctions, vacuum tube circuits, magnetizable materials (such as iron) etc., provide examples of non-linear behavior.
In regard to summing the results, there are various approaches. If you can set up and execute two solutions (or solutions corresponding to two different runs of a model), you can usually find a way to display/plot the sums of the outputs from them. You just have to figure out/understand how Comsol names them. But if you look around in the various pull-down menus for plottable quantities (when looking around in the Results), you'll probably figure it out.
-------------------
Scientific Applications & Research Associates (SARA) Inc.
www.comsol.com/partners-consultants/certified-consultants/sara
In a linear medium, the *response* is directly (linearly) proportional to the *stimulus*. For example, a simple ideal resistor is a linear component, because if you double the voltage across it, the current through it doubles. Ideal inductors and ideal capacitors are also linear. In contrast, semiconductor junctions, vacuum tube circuits, magnetizable materials (such as iron) etc., provide examples of non-linear behavior.
In regard to *summing* the results, there are various approaches. If you can set up and execute two solutions (or solutions corresponding to two different runs of a model), you can usually find a way to display/plot the sums of the outputs from them. You just have to figure out/understand how Comsol names them. But if you look around in the various pull-down menus for plottable quantities (when looking around in the Results), you'll probably figure it out.