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Optimization methodology of a product of white line by computational analysis using statistical approach and finite elements

机译:用统计方法和有限元计算分析白线产品的优化方法

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Purpose: The industry constantly seek reduction of production costs combined with improved product quality. The major challenge faced is to maintain the product quality. In this work, it is proposed an optimization methodology for a product of the white line. The objective is to study the behavior of some components after a reduction in sheet thickness and maintain the same original structural loads.Design/methodology/approach: A two-dimensional mathematical model, obtained in CAD software, for numerical simulation of the effects of the reduction in thickness, is examined. Finally, it was developed an optimized methodology, based on mathematical and statistical analysis, in order to calculate the possible sheet thickness reduction from its original structure.Findings: It was observed that it is possible by means of computer simulation and appropriate statistical analysis to decrease the thickness of assembled components in order to optimize costs and processes.Research limitations/implications: Since this is an experimental research with numerical data, it would be fundamental for this technique of optimization a future research with physical products for comparison with the computational data.Originality/value: The objective of experiment is maintain the product quality and because it is a job for optimization of processes and consequently costs, the great beneficiary will be the industry.
机译:目的:行业不断寻求降低生产成本,加上产品质量提高。面临的主要挑战是保持产品质量。在这项工作中,提出了白线产品的优化方法。目的是在减少片材厚度和保持相同的原始结构载荷后研究一些部件的行为.Design/methodology/approach:在CAD软件中获得的二维数学模型,用于数值模拟的效果检查厚度的降低。最后,基于数学和统计分析,开发了一种优化的方法,以便计算从其原始结构的可能的纸张厚度降低。采用:观察到,通过计算机模拟和适当的统计分析来减少,观察到这一点是可能的组装组件的厚度,以优化成本和过程。搜索限制/影响:由于这是一种具有数值数据的实验研究,因此该技术优化与物理产品的未来研究,以与计算数据进行比较,这将是基础。原创性/值:实验的目的是维持产品质量,因为它是优化流程的工作,因此成本,伟大的受益者将成为该行业。

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