A common task in automated manufacturing processes is to orient parts prior to assembly. We consider sensorless orientation of a polygonal part by a sequence of fences. We show that any polygonal part can be oriented by a sequence of fences placed along a conveyor belt, thereby settling a conjecture by Wiegley et al. 17 , and present the rst polynomial-time algorithm to compute the shortest such sequence. The algorithm is easy to implement and runs in time On3 logn, where n is the number of vertices of the part.
Robert-Paul Berretty, Kenneth Y. Goldberg, Mark H.