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How to generate LineIntegralConvolutionPlot for non-square geometries?

Posted 2 years ago

From the documentation, it is clear that

LineIntegralConvolutionPlot[{Subscript[v, x],Subscript[v, y]},{x,Subscript[x, min],Subscript[x, max]},{y,Subscript[y, min],Subscript[y, max]}]

can be used to generate plots for square geometries with geometry specified by

{x,Subscript[x, min],Subscript[x, max]},{y,Subscript[y, min],Subscript[y, max]}

How can we generate the corresponding non-square plots, for example, specified by reg (Region function)? What I mean is, how to generate these plots if the geometry is non-rectangular?
Also, what does the "white noise" mentioned on the function page represent? What does it signify? Thanks in advance!

POSTED BY: user 12
4 Replies
Posted 2 years ago

Hi Michael,

Thanks for your reply and examples. This is what I was exactly looking for. It worked and the attached image shows the LICP of the same.

enter image description here

POSTED BY: user 12

POSTED BY: Michael Rogers
Posted 2 years ago

enter image description hereHi Daniel,

I am not sure if I understood what you mentioned. To give you a better presentation of the problem I mentioned, please see the attached figure which is a stream plot obtained from a given velocity field. Now, if I want to get the LineIntegralConvolutionPlot (LICP) for the same what I should do? As you can see the stream plot is on a non-rectangular region while the LICP needs the region to be rectangular.

Thanks for your attention!

POSTED BY: user 12
POSTED BY: Daniel Lichtblau
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