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Resource portfolio planning of make-to-stock products using a constraint programming-based genetic algorithm

机译:使用基于约束规划的遗传算法的按库存生产产品的资源组合计划

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摘要

The investment on facilities for manufacturing high-tech products requires a large amount of capital. Even though the demands of such products change dramatically, a company is forced to implement some make-to-stock policies apart from a regular make-to-order production, so that the capacity of expensive resources can be highly utilized. The inherent characteristics to be considered include finite budget for investing resources, lump demands of customers, long production horizon, many types of products to mix simultaneously, time value of capital and asset, technology innovation of resources, efficient usage of multiple-function machines, and limited capacity of resources. In addition to revenue gained from products and the salvage/assets of resources, a decision maker also needs to consider costs regarding inventory, backorder, and resource acquisition-related costs through procurement, renting, and transfer. This study thus focuses on the following issues: (ⅰ) how to decide on resources portfolio regarding the way and timing of acquisting resources, and (ⅱ) how to allocate resources to various orders in each production period. The goal is to maximize the long-term profit. This study formulates the problem as a non-linear mixed integer mathematical programming model. A constraint programming-based genetic algorithm is developed. It has been demonstrated to solve the problem efficiently.
机译:用于制造高科技产品的设施的投资需要大量资金。尽管此类产品的需求发生了巨大变化,但除了常规的按订单生产之外,公司还必须实施一些按库存生产的策略,以便可以充分利用昂贵资源的容量。需要考虑的固有特征包括:有限的资源投资预算,客户的总需求,较长的生产范围,多种类型的产品要同时混合,资本和资产的时间价值,资源的技术创新,多功能机的有效使用,和有限的资源能力。除了从产品和资源的打捞/资产获得的收入外,决策者还需要考虑与库存,延期交货以及通过采购,租赁和转让而获得的与资源获取相关的成本。因此,本研究着重于以下问题:(ⅰ)如何决定有关资源获取方式和时间的资源组合,以及(ⅱ)如何在每个生产阶段将资源分配给各种订单。目标是最大化长期利润。本研究将问题表述为非线性混合整数数学规划模型。开发了一种基于约束规划的遗传算法。已经证明可以有效解决问题。

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