基于模糊和中性泊松分布的快速开关系统的研究

Uma G, Nandhitha S
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引用次数: 2

摘要

Stephens和Larson(1967)将抽样系统描述为两个或三个抽样计划的分配分组,以及在计划之间切换的规则,以对制造产品的批次进行量值。Romboski(1969)提出的快速切换系统(Quick Switching System, QSS)是参照单采样计划(Single sampling Plan, SSP)提出的一种采用切换规则的抽样系统,包括正常计划和收紧计划。QSS提供质量保护和降低检验成本。系统采用模糊逻辑的思想来处理分数不确定或参数不确定或模糊的情况。利用文献中基于模糊集理论的抽样方案,将模糊数解模糊到区间集,能够解决区间上下限有一定值的问题。作为模糊集在这个时代的扩展之一,一种新的哲学被激发出来,作为一种实质性的新理论发展,中性集(NSs)被用于提高灵敏度,使计划和系统具有灵活性,可以应用于制造业。本文改进了嗜中性泊松分布对QSS的测定,并通过工作特性曲线与现有的模糊泊松分布进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Investigative Study on Quick Switching System using Fuzzy and Neutrosophic Poisson Distribution
Stephens and Larson (1967) stated the sampling system as allotted grouping of two or three sampling plans and the rules for switching between the plans for sentencing the lots of manufactured products. Quick Switching System (QSS) by Romboski (1969) is a sampling system with reference to Single Sampling Plan (SSP) involves Normal and Tightened plans by adopting a switching rule. QSS provides quality protection and reduction in cost of inspection. The idea of Fuzzy Logic is adopted in system to handle the situations of fraction non-confirming or uncertainty or vagueness present in the parameters. The sampling plans based on Fuzzy Set Theory in literature is used for defuzzification of fuzzy numbers to the interval sets, able to solve problem with certain values for upper and lower limit of intervals. As one of expansion of Fuzzy Sets in this era, a new philosophy is stimulated as a substantial new theoretical development is Neutrosophy Sets (NSs) and used for rise in sensitiveness that makes flexibility in the plans and systems that can be applied in the manufacturing industries. This paper enhances the determination of QSS using Neutrosophic Poisson distribution and compared with the existing Fuzzy Poisson distribution through Operating Characteristic (OC) curves.
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