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Exact(22)
The first objective is to minimize the total inter- and intra-cell material handling costs.
Facility layout problem (FLP) considers the optimization of layout costs, primarily on the account of material handling costs.
The procedure takes into account four objective functions (material handling costs, aspect ratio, closeness and distance requests) by means of a Pareto based evolutionary approach.
This paper deals with a multi-rows layout problem where different machines need to be placed in available locations so as to minimize the material handling costs.
It first solves a traditional block layout with directed-loop flow path to minimize material handling costs by using a combined spacefilling curve and simulated annealing algorithm.
In this paper, a mathematical model for facility layout in a cellular manufacturing system is proposed that minimizes both inter-cell and intra-cell material handling costs.
Similar(38)
Through distributing the machines over the shop floor, the model attempts to minimize material handling cost.
The charge of a particle is calculated according the total material handling cost of the particle.
In addition, the existing models have considered only material handling cost as the performance measurement factor.
In this study, we deal with one of the FLP models that minimize the material handling cost between rectangular departments.
The aim of the proposed model is to minimize holding and backorder costs, inter-cell material handling cost, machine and reconfiguration costs and hiring, firing and salary costs.
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