Formulating and solving sustainable stochastic dynamic facility layout problem: a key to sustainable operations

Formulating and solving sustainable stochastic dynamic facility layout problem: a key to sustainable operations

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Article ID: iaor20171875
Volume: 253
Issue: 1
Start Page Number: 621
End Page Number: 655
Publication Date: Jun 2017
Journal: Annals of Operations Research
Authors: , , , ,
Keywords: combinatorial optimization, location, stochastic processes, programming: dynamic, production, heuristics, programming: multiple criteria, supply & supply chains, decision theory: multiple criteria
Abstract:

Facility layout design, a NP hard problem, is associated with the arrangement of facilities in a manufacturing shop floor, which impacts the performance, and cost of system. Efficient design of facility layout is a key to the sustainable operations in a manufacturing shop floor. An efficient layout design not only optimizes the cost and energy due to proficient handling but also increase flexibility and easy accessibility. Traditionally, it is solved using meta‐heuristic techniques. But these algorithmic or procedural methodologies do not generate effective and efficient layout design from sustainable point of view, where design should consider multiple criteria such as demand fluctuations, material handling cost, accessibility, maintenance, waste and more. In this paper, to capture the sustainability in the layout design these parameters are considered, and a new sustainable stochastic dynamic facility layout problem (SDFLP) is formulated and solved. SDFLP is optimized for material handling cost and rearrangement cost using various meta‐heuristic techniques. The pool of layouts thus generated are then analyzed by data envelopment analysis to identify efficient layouts. A novel hierarchical methodology of consensus ranking of layouts is proposed which combines the multiple attributes/criteria. Multi attribute decision‐making techniques such as technique for order preference by similarity to ideal solution, interpretive ranking process and analytic hierarchy process, Borda–Kendall and integer linear programming based rank aggregation techniques are applied. To validate the proposed methodology data sets for facility size N = 12 equ1 for time period T = 5 equ2 having Gaussian demand are considered.

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