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Algorithms for closed loop shape control

机译:闭环形状控制算法

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摘要

The stretch forming process is used to make structural sheet metal parts in the aerospace industry. The development of stretch forming tools has long been plagued by significant challenges. First, the low production volumes within the aerospace industry and the large numbers of stretch formed parts make the process capital intensive. Second, the development of stretch forming tooling has long been more of an art than a science. This results in poorly designed tools, poor quality parts, and lengthy tooling development cycles. A stretch forming tool capable of rapid reconfiguration was previously designed to address these issues. This tool is used in conjunction with a self-tuning shape control algorithm, which guides the die to the correct shape. There have been many simulations, and lab scale successes with these algorithms, but production scale implementations have experienced difficulties. These problems are related to the method of system identification and process variation. To better understand these issues, analysis and simulation are performed on the various forms of the algorithm. These investigations led to a greater understanding of the algorithms and the synthesis of an improved algorithm. In conclusion, a greater understanding of previously developed algorithms is presented. The system identification is mapped as a Point Spread Function applied through a cyclic convolution. This view provides insight into how the system identification is applied and allows system coupling to be quantified. Furthermore, through improved understanding a new algorithm is synthesized. This new algorithm offers an implementable solution that is optimized for performance, robustness to variation, and ease of use.
机译:拉伸成型工艺用于制造航空航天工业中的结构性钣金零件。长期以来,拉伸成型工具的发展一直受到重大挑战的困扰。首先,航空航天工业的低产量和大量拉伸成型零件使过程资本密集。其次,拉伸成型工具的发展长期以来一直是一门艺术,而不是一门科学。这会导致工具设计不佳,零件质量不佳以及工具开发周期过长。先前设计了能够快速重新配置的拉伸成型工具来解决这些问题。该工具与自调整形状控制算法结合使用,该算法可将模具引导到正确的形状。这些算法已经进行了许多模拟,并且在实验室规模上取得了成功,但是在生产规模上实施时遇到了困难。这些问题与系统识别和过程变化的方法有关。为了更好地理解这些问题,对算法的各种形式进行了分析和仿真。这些研究使人们对算法有了更深入的了解,并且对改进算法进行了综合。综上所述,可以更好地理解以前开发的算法。系统标识映射为通过循环卷积应用的点扩展函数。该视图提供了有关如何应用系统标识的见解,并允许量化系统耦合。此外,通过改进理解,合成了一种新算法。这种新算法提供了一种可实现的解决方案,该解决方案针对性能,变化的鲁棒性和易用性进行了优化。

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