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首页> 外文期刊>The International Journal of Advanced Manufacturing Technology >A robust optimization design method for sheet metal roll forming and its application in roll forming circular cross-section pipe
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A robust optimization design method for sheet metal roll forming and its application in roll forming circular cross-section pipe

机译:钣金轧制成型的鲁棒优化设计方法及其在辊上形成圆形横截面管中的应用

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Sheet metal roll forming (SMRF) is affected by many factors, including forming speed, forming passes, roller diameter, and material properties. It is easy to produce quality defects, such as longitudinal bending, edge wave, and springback, which eventually lead to poor quality stability of SMRF. At present, SMRF design relies mainly on the experience of engineers and its technological parameters must be adjusted repeatedly through experiments, resulting in a long product design cycle and difficult quality stability control. This paper discusses a mathematical model for a robust optimization design for SMRF. Support vector machine (SVM) classification and support vector regression (SVR) are adopted to construct a model of the response surface and to separate feasible variables and infeasible variables. High-dimensional robust optimization problems in SMRF are solved. Using roll forming of a circular cross-section pipe as an example, the result shows that the roundness error standard deviation of the robust optimization design method is 62.2% less than the roundness error standard deviation of the deterministic optimization design method, along with significant improvement in reliability probability. The method is validated as effective in reducing quality defects, including longitudinal bending, edge wave, and springback. This robust optimization design method can improve the quality stability of SMRF.
机译:金属板辊形成(SMRF)受许多因素的影响,包括成型速度,形成通过,滚子直径和材料性能。很容易产生质量缺陷,如纵向弯曲,边缘波和回弹,最终导致SMRF的质量差。目前,SMRF设计主要依赖于工程师的经验,并且其技术参数必须通过实验重复调整,导致产品设计循环和难度质量的稳定性控制。本文讨论了SMRF稳健优化设计的数学模型。支持向量机(SVM)分类和支持向量回归(SVR)来构建响应面的模型,并分离可行的变量和不可行的变量。 SMRF中的高维鲁棒优化问题得到解决。使用圆形横截面管的滚动成形为例,结果表明,鲁棒优化设计方法的圆度误差标准偏差比确定性优化设计方法的圆度误差标准偏差小62.2%,以及显着的改进在可靠性概率中。该方法在降低质量缺陷中有效验证,包括纵向弯曲,边缘波和回弹。这种稳健的优化设计方法可以提高SMRF的质量稳定性。

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