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Anonymous
1298 Vistas, 3 Respuestas

Shortest Distance between Curves On Center-Line Help

Hello,

 

Can someone please help me out? I am trying to determine the longest sections of straight pipe I can run between two curves with the least amount of intersections. The caveat is that the intersection points must always be on the centerline between the two boundaries/curves. Lines (pipes) must be within the two boundary curves or can be tangent at most. Every intersection of pipe saved saves the client money.

 

Can someone suggest a workflow to help solve this? I am trying to find a AutoCAD tool or math equation which would yield the 100% best scenario every time to have the least amount of intersections and least amount of pipe. I know that mathematically there should only be one correct answer/scenario for any given curve and the equation/tool to find that out is my goal right now. There are also limits on single lengths of pipe that can be used. Thank you in advance.

 

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