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首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers >Sensor placement and moving horizon state/parameter estimation for flexible hypersonic vehicles
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Sensor placement and moving horizon state/parameter estimation for flexible hypersonic vehicles

机译:柔性高超音速飞行器的传感器位置和移动视界状态/参数估计

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摘要

Considering the nonlinearity, uncertainty, and rigid/elastic coupling, a state/parameter joint estimation method is essential for control system design or fault diagnosis of flexible hypersonic vehicles. With the goal of improving state/parameter estimation accuracy, this paper proposes a sensor placement strategy and a moving horizon estimation algorithm with a QR-decomposition-based arrival cost update strategy (MHE-QR). To enhance observability, a novel double sensor placement strategy, in which the sensor positions are obtained via solving a constrained nonlinear optimization problem, is developed. The MHE-QR algorithm transforms the arrival cost update problem into a least square problem and solves it utilizing QR decomposition. With this QR-decomposition-based arrival update strategy, the state/parameter estimation problem is solved as a nonlinear programming problem in the framework of moving horizon estimation. Finally, the performance of sensor placement strategy and MHE-QR is evaluated by Monte Carlo simulations in 10 different scenarios. Simulation results demonstrate that the sensor placement strategy and MHE-QR algorithm can effectively improve the estimation accuracy, convergence speed and computation rate. Additionally, the CPU time of MHE-QR validates its real-time applicability.
机译:考虑到非线性,不确定性和刚性/弹性耦合,状态/参数联合估计方法对于柔性高超音速飞行器的控制系统设计或故障诊断至关重要。为了提高状态/参数估计的准确性,本文提出了一种传感器放置策略和一种基于基于QR分解的到达成本更新策略(MHE-QR)的运动层估计算法。为了提高可观察性,开发了一种新颖的双传感器放置策略,其中通过解决约束非线性优化问题来获得传感器位置。 MHE-QR算法将到达成本更新问题转换为最小二乘问题,并利用QR分解对其进行求解。使用这种基于QR分解的到达更新策略,将状态/参数估计问题解决为运动视界估计框架中的非线性规划问题。最后,通过蒙特卡洛模拟在10种不同情况下评估传感器放置策略和MHE-QR的性能。仿真结果表明,传感器放置策略和MHE-QR算法可以有效地提高估计精度,收敛速度和计算速度。此外,MHE-QR的CPU时间验证了其实时适用性。

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