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Quality Improvement Model Considering Rework and Imperfect Inspection

机译:考虑返工和不完美检查的质量改进模型

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Quality improvement can be achieved by improving several important aspects in the production process including the inspection process. The inspection process is often considered as a trivial problem for some companies. Most companies perform inspection process in the final stages of the production. This means that the defective product has been manufactured at the time they are inspected. This causes the company should bare additional costs for reworking the defective products. To reduce the costs incurred for reworking defective products, quality improvement must be performed in the process. Another problem that is important regarding inspection is the presence of imperfect inspection. An inspector may make mistakes in the inspection process, either it categorizing a good product as defective or a defective product as a good one. Problems related to the imperfect inspection will be detrimental to both parties, both from the company and the customers. This paper aims to develop an optimization model for quality improvement by considering the rework process and imperfect inspection. The optimization process is done based on trading off the components of the model to determine the optimal tolerance value and also the optimal investment that must be paid by the company. Optimization is not only done to obtain optimal tolerance values but also other aspects such as economic investment value, manufacturing costs, customer loss and costs due to imperfect inspection process. Two different policies will be presented to determine the impact of optimal tolerance. Numerical example is given to show the application of the proposed model.
机译:通过改善包括检验过程的生产过程中的几个重要方面,可以实现质量改进。检查过程通常被视为某些公司的琐碎问题。大多数公司在生产最终阶段进行检查过程。这意味着在检查时已经制造了缺陷产品。这导致公司应该赤行额外的成本来重新加工有缺陷的产品。为降低重新加工缺陷产品产生的成本,必须在该过程中进行质量改进。另一个重要关于检查的问题是存在不完美的检查。检查员可能会在检查过程中犯错,无论是将良好的产品视为有缺陷或缺陷的产品,也可以作为良好的产品。与不完美检查有关的问题将对公司和客户的双方有害。本文旨在通过考虑返工过程和不完美检查来开发优化模型以进行质量改进。优化过程是基于交易模型的组成部分来确定最佳公差价值,也是公司必须支付的最佳投资。优化不仅可以获得最佳的公差值,而且是由于不完美的检查过程而获得的最佳公差值,还可以获得经济投资价值,制造成本,客户损失和成本等其他方面。将提出两种不同的政策以确定最佳耐受性的影响。给出了数值例子来显示所提出的模型的应用。

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