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Passivity and L2 stability of networked dissipative systems

机译:网络耗散系统的无源性和L 2 稳定性

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It is well known that a negative feedback interconnection of passive systems is passive. However, the extension of this fundamental property to the case of negative feedback interconnection of dissipative systems, which is a more general case, remains largely unaddressed. In this paper, we demonstrate that a negative feedback interconnection of dissipative systems, under appropriate assumptions, could be passive or just L2 stable; we further propose a way to relax these assumptions. The case when there are time delays in communication is then addressed, and it is shown that under appropriate assumptions, the closed-loop system is passive or L2 stable for non-increasing time delays; moreover, passivity and L2 stability can be retained by inserting time-varying gains in the communication path provided a bound on the maximum rate of change of delay is known.
机译:众所周知,无源系统的负反馈互连是无源的。然而,将这种基本特性扩展到耗散系统的负反馈互连的情况(这是更普遍的情况)在很大程度上仍未解决。在本文中,我们证明了在适当的假设下,耗散系统的负反馈互连可能是被动的,也可能只是L 2 稳定;我们进一步提出一种放松这些假设的方法。然后讨论了通信中存在时间延迟的情况,并表明在适当的假设下,闭环系统对于无增加的时间延迟是被动的或L 2 稳定;此外,只要知道最大延迟变化率的界限,就可以通过在通信路径中插入时变增益来保持无源性和L 2 稳定性。

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