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One-side exact controllability and observability for quasilinear hyperbolic systems

机译:拟线性双曲系统的一侧精确可控性和可观测性

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The known theory on the one-side exact boundary control lability and the one-side exact boundary observability for first-order quasilinear hyperbolic systems requires that the unknown variables should be suitably Coupled in the boundary conditions at the non-control or non-observation side. In this Note we illustrate, with an inspiring example, that the one-side exact boundary control lability and the one-side exact boundary observability can still be realized by means of a suitable coupling among the unknown variables in the quasilinear hyperbolic system itself. To cite this article: T. Li et al., C R. Acad. Sci. Paris, Ser. I 346 (2008).
机译:关于一阶拟线性双曲系统的单边精确边界控制易性和单边精确边界可观性的已知理论要求,未知变量应在非控制或非观察侧的边界条件下适当耦合。在本注释中,我们以一个令人鼓舞的示例说明,仍然可以通过拟线性双曲系统本身中未知变量之间的适当耦合来实现一侧精确边界控制的可操作性和一侧精确边界的可观察性。引用本文:T. Li等人,C R. Acad。科学巴黎我346(2008)。

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