基于dsp的有限时间收敛神经网络控制系统

Jeng-Dao Lee, Jyun-Han Shen, Ching-Wei Chuang, Yi-cheng Lee, W. Tang, Li-Yin Chen
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摘要

神经网络(NN)是一种广泛应用的智能控制方案。通常采用反向传播作为学习方法,以减少计算资源。此外,本文还采用了终端最陡下降算法(TSDA)作为网络参数的调整。TSDA提供了有限时间收敛能力,解决了最陡下降算法的缓慢收敛性能。控制策略的发展将围绕无模型策略展开,进而建立以数字信号处理器为计算核心的控制系统。最后,对前面提到的所有策略在两种不同条件下的表现进行了比较。最后对所提策略的仿真和实验结果进行了比较。本研究采用终端最陡下降算法(TSDA)作为网络参数的调整。TSDA提供了有限时间收敛能力,解决了最陡下降算法的缓慢收敛性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
DSP-based neural-network control system with finite time convergence method
Neural network (NN) is a poplar intelligent control scheme for wildly application. It is usually adopt the back propagation as their learning method to reduce the resource on calculation. Furthermore, the terminal steepest descent algorithm (TSDA) has been adopted as the adjustment of network parameters in this study. The TSDA provide finite-time convergence ability to solve slow convergence performance of steepest descent algorithm. The development of control strategies will surround the model-free strategies, and then establish a control system that the digital signal processor is adopted as computation core. Finally, there are comparisons of performance of all strategies that previous mentioned will compared in two different conditions. The simulation and experimentation of proposed strategies performance results will be compared at last. The terminal steepest descent algorithm (TSDA) has been adopted as the adjustment of network parameters in this study. The TSDA provide finite-time convergence ability to solve slow convergence performance of steepest descent algorithm.
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