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extract a x-value at y=0 from a cut line 2d

Posted 2012年5月29日 GMT-4 04:20 Version 4.2a 3 Replies

Mathias Engholm
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Hello everyone.

How can i extract a x-value at y=0 in a cut line 2d?

thanks
3 Replies Last Post 2012年5月29日 GMT-4 14:59
Ivar KJELBERG COMSOL Multiphysics(r) fan, retired, former "Senior Expert" at CSEM SA (CH)
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Posted: 1 decade ago 2012年5月29日 GMT-4 09:44
Hi

I'm not sure I undertand what you mean, if you define a 2D cut line you must give the equation in x,y hence you can invert it.

You can also change the plot x-Axis expression, see the line graph node tabs

--
Good luck
Ivar
Hi I'm not sure I undertand what you mean, if you define a 2D cut line you must give the equation in x,y hence you can invert it. You can also change the plot x-Axis expression, see the line graph node tabs -- Good luck Ivar
Mathias Engholm
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Posted: 1 decade ago 2012年5月29日 GMT-4 12:41
I am looking at the bending of a beam in 2d. I made a cut line 2d through the beam and plotting the strain as a function of the arclength. I want to find the x-value where the strain is zero. How is that possible?

thanks
I am looking at the bending of a beam in 2d. I made a cut line 2d through the beam and plotting the strain as a function of the arclength. I want to find the x-value where the strain is zero. How is that possible? thanks
Ivar KJELBERG COMSOL Multiphysics(r) fan, retired, former "Senior Expert" at CSEM SA (CH)
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Posted: 1 decade ago 2012年5月29日 GMT-4 14:59
Hi

I might be making a simple problem complicated, but if you are looking for a zero of a existing variable you can express that variable^2 (squared) along your cut line and ask for the minimum with a min() operator, then the
"min(varable^2,x)" and "min(variable^2,y)" etc will give you the coordinates of the minimum.
Check the doc, search for "min(" the way to get the coordinates is explained in a few places)

At least that works for a Domain and boundary, so why not for a Cut line ?


--
Good luck
Ivar
Hi I might be making a simple problem complicated, but if you are looking for a zero of a existing variable you can express that variable^2 (squared) along your cut line and ask for the minimum with a min() operator, then the "min(varable^2,x)" and "min(variable^2,y)" etc will give you the coordinates of the minimum. Check the doc, search for "min(" the way to get the coordinates is explained in a few places) At least that works for a Domain and boundary, so why not for a Cut line ? -- Good luck Ivar

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