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MIMO First and Second Order Discrete Sliding Mode Controls of Uncertain Linear Systems under Implementation Imprecisions

机译:不确定系统的mImO一阶和二阶离散滑模控制   实施不精确的线性系统

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摘要

The performance of a conventional model-based controller significantlydepends on the accuracy of the modeled dynamics. The model of a plant'sdynamics is subjected to errors in estimating the numerical values of thephysical parameters, and variations over operating environment conditions andtime. These errors and variations in the parameters of a model are the majorsources of uncertainty within the controller structure. Digital implementationof controller software on an actual electronic control unit (ECU) introducesanother layer of uncertainty at the controller inputs/outputs. Theimplementation uncertainties are mostly due to data sampling and quantizationvia the analog-to-digital conversion (ADC) unit. The failure to address themodel and ADC uncertainties during the early stages of a controller designcycle results in a costly and time consuming verification and validation (V&V)process. In this paper, new formulations of the first and second order discretesliding mode controllers (DSMC) are presented for a general class of uncertainlinear systems. The knowledge of the ADC imprecisions is incorporated into theproposed DSMCs via an online ADC uncertainty prediction mechanism to improvethe controller robustness characteristics. Moreover, the DSMCs are equippedwith adaptation laws to remove two different types of modeling uncertainties(multiplicative and additive) from the parameters of the linear system model.The proposed adaptive DSMCs are evaluated on a DC motor speed control problemin real-time using a processor-in-the-loop (PIL) setup with an actual ECU. Theresults show that the proposed SISO and MIMO second order DSMCs improve theconventional SISO first order DSMC tracking performance by 69% and 84%,respectively. Moreover, the proposed adaptation mechanism is able to remove theuncertainties in the model by up to 90%.
机译:传统的基于模型的控制器的性能很大程度上取决于建模动力学的准确性。植物动力学模型在估计物理参数的数值时会出错,并且会随着操作环境条件和时间的变化而变化。模型参数的这些误差和变化是控制器结构内不确定性的主要来源。实际电子控制单元(ECU)上控制器软件的数字实现在控制器输入/输出处引入了另一层不确定性。实现的不确定性主要归因于通过模数转换(ADC)单元进行的数据采样和量化。在控制器设计周期的早期阶段无法解决模型和ADC的不确定性,将导致成本高昂且耗时的验证和确认(V&V)过程。在本文中,提出了针对一类不确定线性系统的一阶和二阶离散滑模控制器(DSMC)的新公式。通过在线ADC不确定性预测机制将ADC不精确性的知识合并到建议的DSMC中,以改善控制器的鲁棒性。此外,DSMC具有适应性定律,可从线性系统模型的参数中消除两种不同类型的建模不确定性(乘法和加法)。拟议的自适应DSMC通过使用以下处理器实时评估直流电动机速度控制问题:使用实际ECU进行回路(PIL)设置。结果表明,所提出的SISO和MIMO二阶DSMC分别将传统的SISO一阶DSMC跟踪性能提高了69%和84%。而且,提出的自适应机制能够消除模型中的不确定性,最高可达90%。

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