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Print "Intersection end point on first curve: ", intersection Print "Intersection start point on first curve: ", intersection Print "Second curve parameter: ", intersection Print "First curve parameter: ", intersection Print "Intersection point on second curve: ", intersection Print "Intersection point on first curve: ", intersection Print "Selected curves do not intersect." Intersection_list = rs.CurveCurveIntersection(curve1, curve2) Number If the event type is Point (1), then the second curve parameter.Ĭurve1 = rs.GetObject("Select first curve", rs.filter.curve)Ĭurve2 = rs.GetObject("Select second curve", rs.filter.curve) If the event type is Overlap (2), then the end value of the If the event type is Overlap (2), then the start value of the Number If the event type is Point (1), then the first curve parameter. Intersection end point on the second curve.

Intersection start point on the second curve. Intersection end point on the first curve. Intersection start point on the first curve. Point3d If the event type is Point (1), then the intersection point Number The intersection event type, either Point (1) or Overlap (2). The list will contain one or more of the following elements: List of tuples: containing intersection information if successful. If the curve is periodic, this argument must be omitted. If the curve is periodic, this argument must be omitted.Įnd_tangent (vector, optional): 3d vector that specifies a tangency condition at theĮnd of the curve. Start_tangent (vector, optional): a vector that specifies a tangency condition at theīeginning of the curve. Requires an odd degree value.ĥ Periodic with sqrt (chord length) spacing. Requires degree = 3 with arrCV1 and arrCVn1 specified.Ĥ Periodic with chord length spacing. Requires degree = 3 with arrCV1 and arrCVn1 specified.Ģ Sqrt (chord length). Parameter spacing between consecutive knots is 1.0.ġ Chord length spacing. For knotstyle = 4 or 5, the degree must be oddĠ Uniform knots. The number of control points must be >= (degree+1).ĭegree (number, optional): The degree of the curve (must be >=1). If the final point is a duplicate of the initial point, it is ]): a list containing 3D points to interpolate.