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A double-worst-case formulation for improving the robustness of an MPC-based obstacle avoidance algorithm to parametric uncertainty

机译:一种双最坏情况的公式,用于提高基于MPC的避障算法对参数不确定性的鲁棒性

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Previous work by the authors developed a nonlinear model predictive control-based obstacle avoidance algorithm for large, high-speed autonomous ground vehicles. In the algorithm, a nonlinear dynamic model of the vehicle is used explicitly to predict and optimize further actions, but it is unknown how the uncertainties in the model parameters would affect the navigation performance of the algorithm. In this paper, it is first demonstrated that using nominal parameter values in the algorithm leads to safety issues in 24% of the evaluated scenarios with the considered parametric uncertainty distributions. Second, to improve the robustness of the algorithm, a novel double-worst-case formulation is developed for a robust satisfaction of the two safety requirements of high-speed obstacle avoidance: collision-free and no-wheel-lift-off. Results from simulations with Latin Hypercube Design scenarios and worst-case scenarios show that the proposed formulation renders the algorithm robust to all uncertainty realizations tested.
机译:作者先前的工作为大型,高速自主地面车辆开发了一种基于非线性模型预测控制的避障算法。在该算法中,明确使用车辆的非线性动力学模型来预测和优化进一步的动作,但是未知模型参数的不确定性将如何影响算法的导航性能。在本文中,首先证明了在算法中使用标称参数值会导致24%的具有考虑的参数不确定性分布的评估方案中的安全问题。其次,为了提高算法的鲁棒性,开发了一种新颖的双最坏情况公式,以稳健地满足高速避障的两个安全要求:无碰撞和无车轮提起。使用拉丁文超立方体设计方案和最坏情况方案进行的仿真结果表明,所提出的公式使该算法对所测试的所有不确定性实现均具有鲁棒性。

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