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Plots - Edit Expressions: Normalization to a Certain Value

Posted 2014年2月5日 GMT-5 05:12 Parameters, Variables, & Functions, Results & Visualization, Studies & Solvers Version 4.1, Version 4.2, Version 4.2a, Version 4.3, Version 4.3a, Version 4.3b, Version 4.4 1 Reply

Paolo Minotti
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I have a square, centered in (0,0).

After running my simulation, I get the value of the Magnetic Field all over the square.

I run a Parametric Sweep. In order to compare my results, I want to plot the "normalized mf.Bx", I mean, I want to plot the magnetic field x-component along the x-Axis divided by its value at the center of the square.

I have a 1D Line Plot and I would like to plot (as y-Axis data) Bx/Bx(0,0) as a function of x.

I tried to write, as expression:
- mf.Bx/mf.Bx(0,0)
- mf.Bx/ppb1 (where ppb1 is a Domain Point Probe placed in (0,0) )
- mf.Bx/MAX (where MAX is a global variable: MAX = mf.Bx(0,0) )
- mf.Bx/MAX2 (where MAX2 is a model variable: MAX2 = mf.Bx(0,0) )
- mf.Bx/MAX (where MAX is a global variable: MAX = ppb1)
- NORM (where NORM is a variable: NORM = mf.Bx/mf.Bx(0,0) )
...
but no one worked.

Any suggestion to solve this problem?
1 Reply Last Post 2014年2月5日 GMT-5 05:49
Paolo Minotti
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Posted: 1 decade ago 2014年2月5日 GMT-5 05:49
Following the suggestion given by Magnus Ringh
(www.comsol.com/community/forums/general/thread/33096/)
here's the solution.

From the Definitions node under the Model branch you can define a Maximum coupling operator.
In its settings window, define its source as the point where you want to normalize your plot. If the point is not "available" you can edit the geometry and do some "design tricks" in order the get that point available/selectable.
Notice the name of the maximum operator; by default it is maxop1.
Notice that the maximum value of a variable evaluated in a point... is that value itself!!
After re-solving the solution, you can then plot mf.Bz/maxop1(mf.Bz), which will be "normalized".
Following the suggestion given by Magnus Ringh (http://www.comsol.com/community/forums/general/thread/33096/) here's the solution. From the Definitions node under the Model branch you can define a Maximum coupling operator. In its settings window, define its source as the point where you want to normalize your plot. If the point is not "available" you can edit the geometry and do some "design tricks" in order the get that point available/selectable. Notice the name of the maximum operator; by default it is maxop1. Notice that the maximum value of a variable evaluated in a point... is that value itself!! After re-solving the solution, you can then plot mf.Bz/maxop1(mf.Bz), which will be "normalized".

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