A robust multiobjective solution approach for mean-variance optimisation of correlated multiple quality characteristics

A. Sharma, I. Mukherjee, Sasadhar Bera, R. Sengupta
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引用次数: 1

Abstract

PurposeThe primary objective of this study is to propose a robust multiobjective solution search approach for a mean-variance multiple correlated quality characteristics optimisation problem, so-called “multiple response optimisation (MRO) problem”. The solution approach needs to consider response surface (RS) model parameter uncertainties, response uncertainties, process setting sensitivity and response correlation strength to derive the robust solutions iteratively.Design/methodology/approachThis study adopts a new multiobjective solution search approach to determine robust solutions for a typical mean-variance MRO formulation. A fine-tuned, non-dominated sorting genetic algorithm-II (NSGA-II) is used to derive efficient multiobjective solutions for varied mean-variance MRO problems. The iterative search considers RS model uncertainties, process setting uncertainties and response correlation structure to derive efficient fronts. The final solutions are ranked based on two different multi-criteria decision-making (MCDM) techniques.FindingsFive different mean-variance MRO cases are selected from the literature to verify the efficacy of the proposed solution approach. Results derived from the proposed solution approach are compared and contrasted with the best solution(s) derived from other approaches suggested in the literature. Comparative results indicate significant superiorities of the top-ranked predicted robust solutions in nondominated frequency, closeness-to-target and response variabilities.Research limitations/implicationsThe solution approach depends on RS modelling and considers continuous search space.Practical implicationsIn this study, promising robust solutions are expected to be more suitable for implementation than point estimate-based MOO solutions for a real-life MRO problem.Originality/valueNo evidence of earlier research demonstrates the superiority of a MOO-based iterative solution search approach for mean-variance MRO problems by simultaneously considering model uncertainties, response correlation and process setting sensitivity.
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相关多质量特征均值方差优化的鲁棒多目标解法
本研究的主要目的是提出一种鲁棒的多目标解搜索方法来解决均值-方差多相关质量特征优化问题,即所谓的“多响应优化(MRO)问题”。求解方法需要考虑响应面模型参数的不确定性、响应的不确定性、过程设置的灵敏度和响应的关联强度等因素,迭代导出鲁棒解。设计/方法/方法本研究采用一种新的多目标解搜索方法来确定典型均值方差MRO公式的鲁棒解。采用一种微调的非支配排序遗传算法- ii (NSGA-II),求解不同均值方差MRO问题的高效多目标解。迭代搜索考虑了RS模型的不确定性、过程设置的不确定性和响应的关联结构,从而得到有效的前沿。根据两种不同的多准则决策(MCDM)技术对最终的解决方案进行排名。研究结果从文献中选择了五个不同的均值方差MRO病例来验证所提出的解决方法的有效性。从所提出的解决方法得出的结果与从文献中建议的其他方法得出的最佳解决方案进行了比较和对比。比较结果表明,排名靠前的预测鲁棒解在非支配频率、接近目标和响应变量方面具有显著优势。研究局限/启示解决方法依赖于RS建模并考虑连续搜索空间。在本研究中,对于现实生活中的MRO问题,期望有希望的鲁棒解决方案比基于点估计的MOO解决方案更适合实施。原创性/价值先前的研究证据表明,同时考虑模型不确定性、响应相关性和过程设置敏感性的基于微信号的均值方差MRO问题迭代解搜索方法具有优越性。
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来源期刊
CiteScore
5.60
自引率
12.00%
发文量
53
期刊介绍: In today''s competitive business and industrial environment, it is essential to have an academic journal offering the most current theoretical knowledge on quality and reliability to ensure that top management is fully conversant with new thinking, techniques and developments in the field. The International Journal of Quality & Reliability Management (IJQRM) deals with all aspects of business improvements and with all aspects of manufacturing and services, from the training of (senior) managers, to innovations in organising and processing to raise standards of product and service quality. It is this unique blend of theoretical knowledge and managerial relevance that makes IJQRM a valuable resource for managers striving for higher standards.Coverage includes: -Reliability, availability & maintenance -Gauging, calibration & measurement -Life cycle costing & sustainability -Reliability Management of Systems -Service Quality -Green Marketing -Product liability -Product testing techniques & systems -Quality function deployment -Reliability & quality education & training -Productivity improvement -Performance improvement -(Regulatory) standards for quality & Quality Awards -Statistical process control -System modelling -Teamwork -Quality data & datamining
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