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6. citro (Apr 12, 2009 14.28):

thx:)

5. Hanno (Apr 04, 2009 11.32):

if you have a tolerance problem, try to "loosen" your comparison: use something like

instead of

4. citro (Apr 02, 2009 20.36):

Hi Hannoi, I still have a problem, its like the is a kind tolerance problem. When i compare planes by coefficient it still takes a couple of co planar with the sort array. Any tips? as before i need an array with the plans only existing ones. For i = 0 To UBound(plane1) Check = False If (IsArrayDimmed(Sortplanes) = False) Then N = n+1 ReDim Preserve Sortplanes(n) Sortplanes(n) = plane1(i) End If If (IsArrayDimmed(sortplanes)= True) Then For j = 0 To Ubound(sortplanes) SortEq = Rhino.PlaneEquation(Sortplanes(j)) PlaneEq = Rhino.PlaneEquation(plane1(i)) 'Call Rhino.Print(CStr(Ubound(Sortplanes))) 'Call Rhino.Print(CStr(Ubound(Plane1))) If SortEq(0)= PlaneEq(0) And SortEq(1) = PlaneEq(1) And SortEq(2)= PlaneEq(2) And SortEq(3)= PlaneEq(3) Then Check = False Exit For ElseIf Not SortEq(0) = PlaneEq(0) And Not SortEq(1) = PlaneEq(1) And Not SortEq(2) = PlaneEq(2) And Not SortEq(3) = PlaneEq(3)Then Check = True End If

3. citro (Mar 26, 2009 23.36):

Hi Hannoi Thx for the help again, I found the points by inserting them in the planeequation, yes that would be like distancetoplane:( the tolerance tricked alot, because it wouldn't be perfectly 0,) But i now a comparing plan by insecting a point from another plane to check if it lies on the testingplane. But i will try to compare the planar equations instead. Thx :)

2. Hanno (Mar 24, 2009 17.55):

Hi, planes consist of an origin and 3 direction vectors. You can use PointCompare() to check if some planes are the same (be sure to unitize your vectors). Even easier could be to use PlaneEquation() and then compare the coefficients. For the point check you can use DistanceToPlane() - if the result is 0 (or better: below your tolerance), the point lies on the plane. Hope that helps! Hanno

1. citro (Mar 22, 2009 16.13):

Any body got an idea If you got an array with planes where many of them are the same. How to compare planes and sort them? And afterward find points that lies on the plane? Anyway thx

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