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Authors

Veeresha A. Sajjanara

Abstract

This study examines an optimization-based heuristic forthe Robotic Cell Problem. This problem emerges in mechanized cells and is anunpredictable flow shop problem with a solitary transportation robot and ablocking obligation. We propose an inexact decomposition algorithm. Theproposed methodology breaks the problem into two scheduling problems that arefathomed consecutively: a flow shop problem with extra requirements (blockingand transportation times) and a solitary machine problem with priorityconstraints, time slacks, and setup times. For each of these problems, wepropose a careful extension and-bound algorithm. Likewise, we portray ahereditary algorithm that incorporates, as a change specialist, a neighborhoodseek system. We report the outcomes of a computational study that gives provethat the proposed optimization-based methodology conveys superb results andconstantly beats the hereditary algorithm. Be that as it may, the hereditaryalgorithm conveys sensibly great results while obliging altogether shorter CPUtimes.

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