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MATHEMATICAL MODELLING OF PRODUCTS ALLOCATION TO CUSTOMERS FOR SEMICONDUCTOR SUPPLY CHAIN

机译:分配给客户的半导体供应链的数学模型

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Where demand outstrips supply, there will result in shortages to end customers. In such a case decisions need to be made of how to allocate supply to customers. Customer satisfaction requires accurate order promising that leads to better cooperation, as well as trustable orders and forecasts from customers. As a result, customer satisfaction through a trustable promising system leads to more accurate planning for production. In this regard, modern Advanced Planning Systems (APS) provides allocation planning to customers’ orders based on “Available To Promise” (ATP). Lack of supply, escalation, and excess demand are propelled by competitive plant capacity, dynamic behaviours of ATP, orders, and demand forecasts in demanding industries like semiconductor manufacturing. When demand exceeds supply, APS needs the support of experts (human intervention) about the time and amount to be allocated to customers. This feature of APS keeps the flexibility of planning to find feasible optimal decisions regarding allocations. In this paper, we propose a mathematical model for the optimization of ATP allocation to customers, where demand exceeds supply, which will be presented as a decision support tool to analyse allocation scenarios. The objective of the proposed mathematical model is maximizing customer service level which is directly related to customer satisfaction while keeping a maximum of stock. The model is being developed from a case study of a European semiconductor supply chain with a sales office in Ireland. In this case study, support will be provided to allocation managers that allows flexibility solutions to be developed. The obtained results have validated the proposed multi-objective mathematical model.
机译:在需求超过供应的地方,将导致最终客户短缺。在这种情况下,需要决定如何向客户分配供应。客户满意度需要准确的订单承诺(可以带来更好的合作)以及可信赖的订单和客户的预测。结果,通过可信赖的有前途的系统使客户满意,从而可以更准确地计划生产。在这方面,现代的高级计划系统(APS)根据“承诺”(ATP)为客户的订单提供分配计划。竞争激烈的工厂产能,ATP的动态行为,订单以及对半导体制造业等苛刻行业的需求预测推动了供应不足,升级和过度需求。当需求超过供应时,APS需要专家(人工干预)来支持分配给客户的时间和数量。 APS的此功能使计划的灵活性可以找到有关分配的可行最佳决策。在本文中,我们提出了一个数学模型,用于优化需求超过供应的客户的ATP分配,该模型将作为决策支持工具来分析分配方案。所提出的数学模型的目标是最大化客户服务水平,这与客户满意度直接相关,同时保持最大库存量。该模型是根据对在爱尔兰设有销售办事处的欧洲半导体供应链的案例研究而开发的。在此案例研究中,将为分配经理提供支持,以允许开发灵活性解决方案。所得结果验证了所提出的多目标数学模型。

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