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Output feedback boundary control of a flexible marine riser system

机译:柔性海程提升系统的输出反馈边界控制

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This paper is concerned with the design of boundary control for globally stabilizing a flexible marine riser system. The dynamics of the riser system are represented in the form of hybrid partial-ordinary differential equations. Firstly, when the system state available for feedback is unmeasurable, an observer backstepping method is employed to reconstruct the system state and then design the boundary control for vibration suppression of the riser system. Subsequently, for the case that the system states in the designed control law cannot be accurately obtained, the high-gain observers are utilized to estimate those unmeasurable system states. With the proposed control, the uniformly ultimately bounded stability of the closed-loop system is demonstrated by the use of Lyapunov's synthetic method and the state observer error is converged exponentially to zero as time approaches to infinity. In addition, the disturbance observer is introduced to track external environmental disturbance. Finally, the control performance of the closed-loop system is validated by carrying out numerical simulation.
机译:本文涉及全局稳定柔性海程提升系统的边界控制的设计。提升管系统的动态以混合局部常微分方程的形式表示。首先,当可用于反馈的系统状态是不可测量的时,采用观察者反击方法来重建系统状态,然后设计用于提升系统的振动抑制的边界控制。随后,对于无法精确获得设计的控制法中的系统状态,利用高增益观察者来估计这些不可估量的系统状态。利用所提出的控制,通过使用Lyapunov的合成方法来证明闭环系统的均匀最终界限稳定性,并且状态观察者误差被指数地融合到零,因为时间接近无穷大。此外,引入了干扰观察者以跟踪外部环境干扰。最后,通过执行数值模拟来验证闭环系统的控制性能。

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