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Nonlinear Model Predictive Control using sampling and goal-directed optimization

机译:使用采样和目标优化的非线性模型预测控制

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In this paper a novel method called Sampling-Based Model Predictive Control (SBMPC) is proposed as an efficient MPC algorithm to generate control inputs and system trajectories. The algorithm combines the benefits of sampling-based motion planning with MPC while avoiding some of the major pitfalls facing both traditional sampling-based planning algorithms and traditional MPC. The method is based on sampling (i.e., discretizing) the input space at each sample period and implementing a goal-directed optimization method (e.g., A*) in place of standard numerical optimization. This formulation of MPC readily applies to systems with nonlinear dynamics and avoids the local minima which can limit the performance of MPC algorithms implemented using traditional, derivative-based, nonlinear programming. The SBMPC algorithm is compared with a more standard online MPC algorithm using cluttered environment navigation for an Ackerman steered vehicle and a set point problem for a nonlinear, continuous stirred-tank reactor (CSTR).
机译:在本文中,提出了一种称为基于采样的模型预测控制(SBMPC)的新方法,作为一种有效的MPC算法来生成控制输入和系统轨迹。该算法将基于采样的运动计划与MPC的优势结合在一起,同时避免了传统的基于采样的计划算法和传统的MPC所面临的一些重大陷阱。该方法基于在每个采样周期对输入空间进行采样(即离散化)并实现目标导向的优化方法(例如A *)来代替标准数值优化。 MPC的这种表述很容易应用于具有非线性动力学的系统,并且避免了局部最小值,该局部最小值会限制使用传统的基于导数的非线性编程实现的MPC算法的性能。将SBMPC算法与更标准的在线MPC算法进行了比较,该算法使用了Ackerman操舵车辆的杂乱环境导航和非线性连续搅拌釜反应器(CSTR)的设定点问题。

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