problem with polyarea method, return NAN

Hi, I have multiple circles that intersect each other in the static area,I want to find union of them. I use polyarea method to find union,My problem is that this method sometimes return numerical result and sometimes return NAN result.What should I do to not get NAN as a result?
please Help me if you now my answer. Thanks.

2 comentarios

Mohammad Abouali
Mohammad Abouali el 13 de Oct. de 2014
Polyarea is to get the area of a polygon, Why do you use that to get the union area?
fahimeh
fahimeh el 14 de Oct. de 2014
first,I use polybool to get the union,and after that I use polyarea to get numerical result.

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Image Analyst
Image Analyst el 13 de Oct. de 2014
You might have to quantize/digitize them into an image, then AND them together. Use poly2mask to turn the vertices into images.
circleMask1 = poly2mask(x1,y1,rows,columns);
circleMask2 = poly2mask(x2,y2,rows,columns);
theUnion = circleMask1 & circleMask2; % This is an image also.

3 comentarios

fahimeh
fahimeh el 16 de Oct. de 2014
How can I get the numerical result from the return of poly2mask?
Image Analyst
Image Analyst el 16 de Oct. de 2014
I have showed you. That's what circleMask1 and circleMask2 are.
fahimeh
fahimeh el 21 de Oct. de 2014
Thank you very much,Your solution solve my problem.

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Más respuestas (1)

John D'Errico
John D'Errico el 21 de Oct. de 2014

0 votos

Note that the union of two polygons need not be a simple polygon. In fact, if the polygons are disjoint, then I'll bet that you get a result with a NaN in it. (I don't have the mapping toolbox that contains polybool, so I cannot test that statement.)
One solution is to discretize as Image Analyst has said, however, that will incur some loss due to the digitization into an image. Note that depending on the size of the numbers in your polygon, the digitization process may create a seriously huge image. So be careful!
A second solution is to catch the case when a NaN is returned, and then to perform the area computation as the sum of the two areas.

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el 21 de Oct. de 2014

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