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Multi-objective optimization of gear forging process based on adaptive surrogate meta-models

机译:基于自适应代理元模型的齿轮锻造过程多目标优化

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In forging industry, net shape or near net shape forging of gears h as been the subject of considerable research effort in the last few decades. So in this paper, a multi-objective optimization methodology of net shape gear forging process design h as been discussed. The study is mainly done in four parts: building parametric CAD geometry model, simulating the forging process, fitting surrogate meta-models and optimizing the process by using an advanced algorithm. In order to maximally appropriate meta-models of the real response, an adaptive meta-model based design strategy has been applied. This is a continuous process: first, build a preliminary version of the metamodels after the initial simulated calculations; second, improve the accuracy and update the meta-models by adding some new representative samplings. By using this iterative strategy, the number of the initial sample points for real numerical simulations is greatly decreased and the time for the forged gear design is significantly shortened. Finally, an optimal design for an industrial application of a 27-teeth gear forging process was introduced, which includes three optimization variables and two objective functions. A 3D FE numerical simulation model is used to realize the process and an advanced thermo-elasto-visco-plastic constitutive equation is considered to represent the m aterial behavior. The meta-model applied for this example is kriging and the optimization algorithm is NSGA-II. At last, a relatively better Pareto optimal front (POF) is go tten with gradually improving the obtained surrogate metamodels.
机译:在锻造行业,净形状或近净形状的齿轮齿轮锻造,在过去的几十年中是相当大的研究努力的主题。因此,本文讨论了净形齿轮锻造工艺设计H的多目标优化方法。该研究主要采用四个部分:建设参数化CAD几何模型,模拟锻造过程,拟合代理元模型,并通过使用先进的算法优化该过程。为了最大限地适当的实际响应的元模型,已经应用了基于自适应的元模型的设计策略。这是一个连续的过程:首先,在初始模拟计算后构建元模型的初步版本;其次,通过添加一些新的代表性采样来提高准确性和更新元模型。通过使用这种迭代策略,实际数值模拟的初始采样点的数量大大降低,锻造齿轮设计的时间显着缩短。最后,介绍了用于27齿齿轮锻造过程的工业应用的最佳设计,包括三个优化变量和两个目标功能。 3D FE数值模拟模型用于实现过程,并且认为先进的热弹性 - 粘塑塑性本构式方程表示为代表M个卧室行为。应用于该示例的元模型是Kriging,优化算法是NSGA-II。最后,逐渐改善所获得的代理元晶型相对更好的Pareto最佳前部(POF)。

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