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A note on Nash equilibrium with wave dynamics and boundary control: controllability, observability and stabilizability considerations

机译:有关波动和边界控制的纳什均衡的说明:可控性,可观察性和稳定性考虑因素

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In this paper, the gas dynamics within the pipelines is written as a wave repetitive process, and modified in a way that the dynamics is driven by the boundary conditions. We study controllability of the system through boundary control and every agent, as well as observability of the system being steered by initial and boundary data. Next, we obtain sufficient criteria for the existence and uniqueness of boundary equilibrium controls. From the point of view of some applications, e.g. in high pressure gas pipeline management, it seems to make sense to consider boundary data controls. The same problem is then extended to its infinite counterpart since it may run infinitely and, in this case, we become interested in studying its stabilisation.
机译:在本文中,管道内的气体动力学被写为波重复过程,并以通过边界条件驱动的方式修改。 我们通过边界控制和每个代理研究系统的可控性,以及由初始和边界数据引导的系统的可观察性。 接下来,我们获得了足够的界限均衡控制的存在和唯一性的标准。 从某些应用的角度来看,例如 在高压气体管道管理中,考虑边界数据控制似乎是有意义的。 然后,同样的问题延伸到其无限的对应物,因为它可能无限地运行,并且在这种情况下,我们对研究其稳定性感兴趣。

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