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Designing Fuzzy Descriptor Observer with Unmeasured Premise Variables for Head-Two-Arms-Trunk System

机译:设计模糊描述符观察者对头双臂躯干系统的未测量前提变量

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Using the technique of unknown input observer, this paper aims at estimating internal variables of people living with a complete spinal cord injury (SCI). The goal is to provide a better understanding on the sitting control strategy of SCI people. The observer design is based on a Head-Two-Arms-Trunk (H2AT) model, belonging to a class of nonlinear descriptor systems. For observer design, this model is represented in a specific Takagi-Sugeno (TS) fuzzy form with nonlinear consequents. In contrast to previous fuzzy estimation results based on conventional TS fuzzy modeling, the new TS formulation allows separating all unmeasured premise variables in the nonlinear consequent parts. This contributes to reduce the computational burden of the observer design and the structural complexity of the designed fuzzy observer. In particular, the new formulation enables a more effective way to deal with unmeasured premise variables. Using Lyapunov stability theorem, sufficient conditions to design the unknown input observer are derived in the form of linear matrix inequalities, conveniently solved by convex optimization techniques. Simulation results demonstrate the effectiveness of the proposed observer design.
机译:使用未知输入观察者的技术,本文旨在估算脊髓损伤(SCI)的生活中的内部变量。目标是对SCI人的坐着控制策略提供更好的理解。观察者设计基于头双臂 - 躯干(H2AT)模型,属于一类非线性描述符系统。对于观察者设计,该模型以特定的Takagi-sugeno(TS)模糊形式表示,具有非线性后果。与基于传统TS模糊建模的先前的模糊估计结果相比,新的TS配方允许将所有未测量的前提变量分离在非线性随之而来的零件中。这有助于降低观察者设计的计算负担和设计的模糊观察者的结构复杂性。特别是,新配方使得能够更有效地处理未测量的前提变量。使用Lyapunov稳定性定理,为设计未知输入观察者的充分条件以线性矩阵不等式的形式导出,通过凸优化技术方便地解决。仿真结果表明了拟议的观察者设计的有效性。

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