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Robust l(1) performance analysis for linear systems with parametric uncertainties

机译:具有参数不确定性的线性系统的鲁棒l(1)性能分析

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摘要

In this contribution, a computational approach for analysing the robust e.-gain (or the robust l(1) performance) of uncertain linear systems is developed. In particular, the system's state-space matrices may have a rational dependence on structured parametric time-invariant or time-varying uncertainties. The computation is based on robust semi-definite programming and provides a trade-off between accuracy and computational effort. A novel matrix inequality condition to determine the star-norm of discrete-time systems is derived as an auxiliary result.
机译:在此贡献中,开发了一种用于分析不确定线性系统的鲁棒电子增益(或鲁棒l(1)性能)的计算方法。特别地,系统的状态空间矩阵可能对结构化参数时不变或时变不确定性有合理的依赖性。该计算基于鲁棒的半定性编程,并在精度和计算量之间进行权衡。作为辅助结果,导出了一种新的矩阵不等式条件,用于确定离散时间系统的星型范数。

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