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No-time-delay optimal disturbances rejection control of time-delay bilinear systems with disturbances

机译:时滞双线性系统的无时滞最优扰动抑制控制

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摘要

This paper considers the optimal disturbances rejection control problem for time-delay bilinear systems with disturbances based on state feedback linearization. According to the concept of relative order of the output about the input, firstly, we change the time-delay bilinear systems with disturbances to a time-delay pseudo linear systems through the coordinate transformation, a linear controllable system without delay is obtained by exact delay-free transformation using integral transformation with memory control. Then based on the theory of linear quadratic optimal control, by solving the Riccati equation and the Sylvester equation, a feedforword/feedback optimal disturbances rejection control law is designed which is used to eliminate the influence of the disturbances. At last, the simulation results show the effectiveness of the method.
机译:基于状态反馈线性化,考虑了带干扰的时滞双线性系统的最优干扰抑制控制问题。根据输出相对于输入的相对阶数的概念,首先,通过坐标变换将具有扰动的时滞双线性系统变为时滞伪线性系统,通过精确的延迟得到了无延迟的线性可控系统。使用积分转换和内存控制进行无约束转换。然后根据线性二次最优控制理论,通过求解Riccati方程和Sylvester方程,设计了反馈/反馈最优扰动抑制控制律,以消除扰动的影响。最后,仿真结果表明了该方法的有效性。

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