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Estimation of Optimal Blank Holder Force Trajectories in Segmented Binders Using an ARMA Model

机译:使用ARMA模型估算分段式粘合剂中的最佳坯料夹持力轨迹

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摘要

Sheet metal forming is one of the most important and frequently used manufacturing processes in industry today. One of the key parameters affecting the forming process is the blank holder force (BHF). In the past, researchers have demonstrated the advantages of varying the blank holder force during the forming process, that is, the two primary modes of failure in sheet metal forming (wrinkling and tearing) are avoided. This gives rise to improved formability, higher accuracy and better part consistency. In recent years, researchers have also shown increasing interest in forming processes where the blank holder force is varied spatially with the help of segmented binders or flexible binders. In this paper, we have combined the above two aspects and used a robust method to determine the blank holder force trajectories for a non-circular part using segmented binders. The proposed strategy is verified by implementing it into a finite element simulation. Binder force is treated as a system input. The displacement of the binder is used as a measure of the tendency to wrinkle, and is therefore treated as a system output. The parameterrs of the system are continuously identified and updated using a deterministic Auto-Regressive Moving-Average model (ARMA). The model is then used to control the binder displacement to a prescribed value by adjusting the system input, i.e., the binder force. In this manner, individual binder force profiles for each of the segmented binders are obtained. Due to the generic nature of the ARMA model, the strategy proposed in this paper can be applied to a variety of forming problems, making it a robust approach.
机译:钣金成型是当今工业中最重要且最常用的制造工艺之一。影响成形过程的关键参数之一是坯料夹持力(BHF)。过去,研究人员已经证明了在成形过程中改变毛坯夹持器力的优势,即避免了钣金成形失败的两个主要模式(起皱和撕裂)。这导致改进的可成型性,更高的精度和更好的零件一致性。近年来,研究人员也显示出对成型工艺的兴趣,在成型工艺中,借助于分段式粘合剂或柔性粘合剂,坯料夹持器的力在空间上发生变化。在本文中,我们结合了以上两个方面,并使用了一种可靠的方法来确定使用分段装订器的非圆形零件的毛坯夹持器力轨迹。通过将其实现为有限元仿真来验证所提出的策略。粘合剂力被视为系统输入。粘合剂的位移被用来衡量起皱趋势,因此被视为系统输出。使用确定性自回归移动平均模型(ARMA)连续识别和更新系统的参数。然后通过调节系统输入即粘结剂力将模型用于将粘结剂位移控制到规定值。以这种方式,获得了每个分段粘合剂的单独的粘合剂力曲线。由于ARMA模型的通用性,本文提出的策略可以应用于各种成形问题,使其成为一种可靠的方法。

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