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Dual-mode nonlinear MPC via terminal control laws with free-parameters

机译:通过带有自由参数的终端控制定律进行双模非线性MPC

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The paper presents a new dual-mode nonlinear model predictive control U+0028 NMPC U+0029 scheme for continuous-time nonlinear systems subject to constraints on the state and control. The idea of control Lyapunov functions for nonlinear systems is used to compute the terminal regions and terminal control laws with some free-parameters in the dual-mode NMPC framework. The parameters of the terminal controller are selected offline to estimate the terminal region as large as possible; and the parameters are optimized online to gain optimality of the terminal controller with respect to given cost functions. Then a dual-mode NMPC algorithm with varying time-horizon is formulated for the constrained system. Recursive feasibility and closed-loop stability of this NMPC are established. The example of a spring-cart is used to demonstrate the advantages of the presented scheme by comparing to the dual-mode NMPC via the linear quadratic regulator U+0028 LQR U+0029 method.
机译:针对状态和控制约束,针对连续时间非线性系统,提出了一种新的双模非线性模型预测控制U + 0028 NMPC U + 0029方案。用于非线性系统的控制Lyapunov函数的思想用于计算双模NMPC框架中具有一些自由参数的终端区域和终端控制律。离线选择终端控制器的参数以估计尽可能大的终端区域;并在线优化参数以获得相对于给定成本函数的终端控制器的最优性。然后针对约束系统,提出了一种具有不同时域的双模NMPC算法。建立了该NMPC的递归可行性和闭环稳定性。弹簧车的示例用于通过线性二次调节器U + 0028 LQR U + 0029方法与双模NMPC进行比较,以演示本方案的优点。

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