By Cornelius T. Leondes
ISBN-10: 9812389814
ISBN-13: 9789812389817
ISBN-10: 9812796797
ISBN-13: 9789812796790
This is often a useful five-volume reference at the very vast and hugely major topic of desktop aided and built-in production structures. it's a set of especially titled and well-harmonized volumes via top specialists at the overseas scene. The recommendations and applied sciences utilized in laptop aided and built-in production structures have produced, and should doubtless proceed to provide, significant annual advancements in productiveness, that's outlined because the items and companies made from each one hour of labor. This booklet offers rather with greater usage of work and capital, specifically details expertise structures. jointly the 5 volumes deal with comprehensively the most important thoughts and applied sciences which are concerned.
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Extra info for Computer Aided and Integrated Manufacturing Systems, Vol. 3: Optimization Methods
Example text
23. B. Montreuil, A modelling framework for integrating layout design and flow network design. Progress in Material Handling and Logistics, Volume 2, eds. J. A. White and I. W. Pence (New York: Springer-Verlag, 1991) 95-116. 24. P. Banerjee, B. Montreuil, C. L. Moodie and R. L. Kashyap, A modelling of interactive facilities layout designer reasoning using qualitative patterns, International Journal of Production Research 30, 3 (1992) 433-453. 25. B. Montreuil and A. Laforge, Dynamic layout design given a scenario tree of probable futures, European Journal of Operational Research 63, 2 (1992) 271-286.
Let S[i(t), z* (t)] be the inter-cell travel cost and machine cost found from the solution of DCF-2-D(t). If it is feasible to meet the demands of time period t using the best cell configuration of a different time period t', then a corresponding cost value S[f(t),z*(t')},t' ^ t, can be calculated. In this case, it is possible that the overall cost without changing the system is lower than the cost incurred in a changed system. For instance, let S'[f(l),z*(l)] and S[f(2), z*(2)] be the minimum inter-cell part travel and machine costs at times t = 1 and t = 2, respectively.
3. Other modeling approaches There are other modeling approaches in solving cell formation problems with dynamic aspects in addition to those discussed in this section. These models address various dynamic aspects of the problem as discussed in the following: (i) Maximizing cell flexibility — If manufacturing cells are designed with higher flexibility, then it is anticipated that the demand changes in the future can be handled by the current system. One way of doing this is to assign multiple units of the same machine, if needed, to different cells.