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随机产出环境下生产和替代销售的联合决策研究
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摘要
半导体等高科技产品具有较短的生命周期(一般是一年或两年),很多产品在上市半年内将损失它整个生命周期的60%以上的价值。由于动态激烈变化的市场需求、较长的制造提前期、昂贵的生产准备成本、技术的不断快速革新,使得高科技产品制造产业面临着更大的市场风险。因此,有效的生产和销售决策,能够减少资金的浪费、提升企业利润并降低投资失败的风险。
     本文的研究是以半导体制造产业为背景进行的,半导体制造工艺异常复杂、产品质量对生产环境的敏感性非常高,即使同一批产品(尤其是半导体产品)的质量也存在着巨大差异,这些不同质量的产品常被划分为不同的等级进行销售。因此,投入一定量的原材料其不同质量产品的产出率具有高度的不确定性。在销售阶段,不同等级产品需求具有向下替代性,即低等级的产品缺货时可以用高等级产品满足。由于不同等级产品的产出率和需求具有随机性,如何确定最优的原材料投入数量以及在考虑需求替代的情况下采用何种策略进行销售成为一大难题。
     生产和销售都具有随机性的制造系统被称为随机产销系统。在现有的相关研究中,与随机产销系统生产或销售决策的相关研究多将生产问题和决策问题进行单独的研究,而进行集成研究的文献只研究了单周期的决策问题。因此本文的研究聚焦于多销售周期、多产品的随机产销系统的生产和销售联合决策问题,分别针对生产和销售不同步、同步以及考虑客户生命周期价值的情况展开研究。为了分析问题、验证模型和结论的正确性,本文的研究进行了仿真试验与分析。本文的研究内容主要包括:
     (1)生产和销售不同步时随机产销系统生产和销售联合决策。研究单周期生产、多周期销售的随机产销系统,在每个销售周期每种产品的需求是独立的。因此,本问题的决策包括两点:原材料投入量和每个销售周期内各等级产品需求的满足量。该问题可构建为一个多参数的随机动态规划模型,其研究目标是使得随机产销系统在整个产销阶段的总利润最大化。通过数理分析找到了在销售阶段的最优替代销售策略,然而由于模型的动态复杂性,求解最优的原材料投入量决策模型面临巨大的工作量。因此,在比较几个相似的销售策略基础上,得到了对决策模型进行简化求解算法。算例研究表明,得到的算法能够有效地降低求解的复杂度。
     (2)生产和销售阶段不同步时产销系统生产和销售联合决策。研究多周期生产、多周期销售的产销决策问题,即企业按照一定的节拍生产,当第一批次产品出产后,产品销售阶段开始。按照生产节拍长度将销售阶段划分为相同的销售周期,由于客户需求是连续的,在每个销售周期对产品销售进行实时库存控制面临着困难,因此采用ATP(available to promise)控制策略对产品销售进行实时决策。首先对两产品的销售问题展开研究,得到了基于ATP的产品销售方法。在此基础上,研究多产品、多销售周期情况下基于ATP的最优原材料投入量和产品替代销售策略,并通过算例验证了所提替代销售策略的有效性。
     (3)基于客户生命周期价值的产量决策研究。通过深入分析客户生命周期价值理论,将客户生命周期价值植入到系统动力学系统模型中,证明了客户生命周期价值与系统原材料投入量的内在关联。此后,分析了原材料供应商控制的产业链产量控制问题,并以系统利润最大化为优化目标进行建模和求解。研究将客户生命周期价值作为优化目标,能够促进企业更加关注长期利润。
     由于生产制造的复杂性、随机性、动态性和销售时产品的替代性,进行多产品、多周期产销联合决策的建模和求解面临困难,本文在研究中得到了一些优化方法和关键技术。与现有的相关文献相比,主要的创新点在于:
     (1)针对现有研究多将生产和销售阶段单独研究的现状,将随机产销系统的生产和销售两阶段相结合进行集成研究,并且针对产销同步、不同步的产销系统,找到了不同的替代销售策略。
     (2)在产销不同步的产销系统产销决策研究中,针对随机动态规划模型求解的复杂性设计了精简算法,与传统算法相比本文设计的算法能大幅降低求解运算量。
     (3)将系统动力学仿真应用于产销系统中,研究了生产产量与产销系统利润的关系,并发现产销系统利润在半导体新产品上市后不久就快速下滑的现象。与传统研究方法相比,基于系统动力学的仿真能够对难以建模优化的复杂系统问题进行直观显现的仿真和分析。
     (4)在产销同步情况下的产销决策研究中,针对需求的连续性特征,提出了基于ATP理论的销售替代策略。通过与理想情况下的利润对比,证明了本文所提出的基于ATP理论的销售控制策略具有较好的有效性。
Many high-tech products, especially the semiconductor products,tend to lose more than60%of their values in first six month afterlaunched, in that the life cycle of which are very short (one or two yearsin general). Meanwhile, due to dynamic market demand, long lead time,expensive facility cost and continuous technology innovation, thesemiconductor industry suffers from intensive capital cost and hugemarket risk. Therefore, the effective yield management of manufacturingis critical to reducing the waste of capital, lowering the risk of failureinvestment, while improving the profitability of company.
     The manufacturing processes of the semiconductor products areextremely complex, which lead to the highly unstable performances ofthe semiconductor products even if they are produced in the same batch(especially for the high-tech products). The products with differentperformances are usually divided into different grade at the allocationstage. However, at the allocation stage, the demands for different gradeproducts are downwards substitutable; namely, the shortage of inferiorproducts can be satisfied with superior ones. As a consequence ofrandomness in both yield rates and demands for classified products, itbecomes a huge challenge for semiconductor manufacturers to makedecisions on the optimal input of raw materials at the production stageand the optimal allocation policy at the allocation stage.
     The manufacture system with randomness in both production andallocation stages are named Random Yield and Allocation (RYA) System. In this paper, we focus on the raw material input and the allocationproblems of a RYA system with multi-selling period, multi-product andupgrade substitution. Mathematical programming, and intelligentoptimization theory are used to find the relationship between thecontinuous demand and the decision on the production and the sellingpolices. Stochastic process and CRM theory based on the value ofcustomer life cycle are studied in the thesis. In order to analyze problemand test the validity of model and conclusion, instance statistics andsimulations are used. The research mainly focuses on three aspects:
     (1) The problem of the random system with unsynchronizedproduction and allocation processes. We focus on the raw materialquantity and the optimal allocation policy problem of the RYA systemwith single production period and multi allocation periods. The allocationstage is divided into multiple allocation periods, and demand for eachproduct in each period is independent with each other. This problem canbe formulated as a multi-parameter stochastic dynamic programmingmodel with the objective to maximize the total profits in the productionand allocation stages.
     The theoretical analysises are used to find the optimal substitutepolicy in the allocation stage. Based on the comparison of several relatedmodels with different allocation polices; the simplified solution algorithmis setup. The example studies show that the algorithm is effective ineliminating the unimaginable workload.
     (2) The problem of the random system with asynchronizedproduction and allocation processes. This study focuses on themulti-periods production and multi-periods allocation simultaneously,that is, the products is made in certain batches, the selling periods begin after the first batch of the product is done. The length of one productionperiod equals to that of one allocation period. The allocation decision ofthe products is difficult because of the continuity of the demand. So ATPtheory (available to promise) is adopted in this research. The allocationpolicy basing on the ATP theory is setup through an experiment on a RYAsystem with two products, and multi-periods. Then, the RYA system withmulti-product, multi-period is examined by simulations. The solution forcorresponding optimal raw material input, and the simulation are givenand the numerical example shows that this solution is feasible.
     (3) The yield management problem considering the customerlifetime value. The customer lifetime value model is formulated in thesystem dynamic simulation framework, and the simulation result showsthe relationship between the customer lifetime value and the raw materialinput quantity. After that, the production quantity optimization problemfrom the side of raw material supplier is analyzed in the suppliercontrolled supply chain. The objective is to maximize the customerlifetime value of the whole supply chain, and this research can be ofsomehow helpful to encourage manufactures to pay more attention onlong-term profits.
     The complexity, randomness, dynamic and the substitutability of thesemiconductors leads to huge difficulty in modeling and solving theproblem of decision making of a RYA system with multi-product andmulti-period. Thus, the simplified algorithm and crucial technology aregiven to lower the difficulties.
     Comparing with the existing literature, the contributions of thisresearch are:
     (1) The existing literature focuses separately on yield quantity or the allocation policy, while the joint studies on the decision making are madein single period. The joint research on both raw material quantity and theoptimal allocation policy of a RYA system is done in this thesis.
     (2) The problem is formulated as a stochastic dynamic programmingmodel. The proposed allocation policy is much optimal than the newsboyallocation policy and the myopic allocation policy. Then the bounds ofthe decision parameters are given and an effective algorithm by modelcomparison is setup. The experiments show that the proposed algorithmis effective.
     (3) All the related factors to the yield management of asemiconductor manufacturer, such as human resource, capital, cost andmarketing are considered in a system dynamics model. After severalrounds of simulation, the relationship between the yield quantity and themanufacturers profit is found. The simulations also show that thesemiconductor manufacturer’s profit decreases quickly in a relative shorttime period after the products are launched. Comparing with thetraditional optimization method, system dynamics simulation can showthe results more visibly.
     (4) In a RYA system with synchronized production and distribution,the real time allocation decision is difficult to be made. Thus the ATPtheory is introduced to build an allocation policy. The comparison withthe ideal solution by numerical studies verifies the effectiveness of theproposed allocation policy.
引文
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