I am trying to extract cutting data from a vtkStructuredPoints (represents tempertures in a room) using several parallel planes. And I tried to use vtkPlane with vtkImplecitBoolean(union) , and also tried vtkPlanes, but all of these turned out to give me only one cutting plane with data.<br>
<br>Then I tried to see the outcome of using perpendicular planes, the result is as below:<br><br clear="all"><div>
<img src="data:image/png;base64,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" alt=""><br>
<br>It seems that the rest of the cutting planes after their intersection is gone.<br><br>I am wondering is there any way I can show cutting results of multiple planes?<br><br>Thanks very much in advance.<br>
</div><br>-- <br>Sincerely,<br><br>Kevin Lin<br><br>2011.06.15<br><br>