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A new dual-mode NMPC scheme with terminal control laws of free-parameters

机译:一种新的双模NMPC方案,具有自由参数的终端控制规律

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The paper presents a new dual-mode nonlinear model predictive control (NMPC) scheme for constrained continuous-time nonlinear systems. The tool of control Lyapunov functions of nonlinear systems is used to compute the terminal constrained regions and terminal control laws with free-parameters within the dual-mode NMPC framework. By offline selecting the parameters in the terminal control law increases the size of the terminal region. Moreover, in order to obtain the optimality of the terminal control law with respect to given cost functions, the parameters are optimized online. Then a vary time-horizon dual-mode NMPC algorithm is formulate for the constrained nonlinear system, whose recursively feasibility and closed-loop stability properties are also derived. Finally, an example of the spring-cart control system is used to demonstrate the effectiveness of the resulted obtained here, where the linearization LQR method to be exploited to compute the terminal region of the spring-cart control system is compared and studied.
机译:本文提出了一种新的双模非线性模型预测控制(NMPC)方案,用于约束连续时间非线性系统。非线性系统的控制Lyapunov功能的工具用于计算终端约束区域和终端控制规律,在双模NMPC框架内具有自由参数。通过离线选择终端控制法中的参数增加了终端区域的大小。此外,为了获得终端控制法的最优性相对于给定的成本函数,参数在线优化。然后,变化的时间 - 地平线双模NMPC算法对于受约束的非线性系统配制,其递归可行性和闭环稳定性属性也是导出的。最后,使用弹簧车控制系统的一个例子来证明所获得的所得的有效性,其中进行了待利用以计算弹簧车控制系统的终端区域的线性化LQR方法。

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