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An efficient stochastic optimal control algorithm for vehicle suspensions

机译:车辆悬架有效的随机最优控制算法

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A highly efficient and accurate stochastic optimal control algorithm is proposed for active vehicle suspension systems. It uses the pseudo-excitation method for random vibration and the precise integration method (PIM) for the solution of the Riccati equations. Unlike conventional time-domain based methods, the present method computes the power spectral density (PSD) of each vehicle response directly from the road surface elevation PSD. Therefore root mean squares of the vehicle responses, including the frequency-weighted acceleration ones required by the ISO standard 2631–1(1997), can be obtained conveniently and accurately. The PIM used is proved to be numerically stable and highly precise, even if all eigenvalues of the corresponding Hamiltonian matrices are very close to the imaginary axis. Finally, numerical examples verify the effectiveness of the proposed method.
机译:提出了一种高效和准确的随机最佳控制算法,用于有源车辆悬架系统。 它利用用于随机振动的伪激励方法和用于Riccati方程的解决方案的精确积分法(PIM)。 与传统的时域的方法不同,本方法直接从路面升高PSD计算每个车辆响应的功率谱密度(PSD)。 因此,可以方便且准确地获得车辆响应的车辆响应的均方根,包括ISO标准2631-1(1997)所需的频率加速加速器。 所使用的PIM被证明是在数值稳定和高度精确的,即使相应的哈密顿矩阵的所有特征值非常接近假想轴。 最后,数值例子验证了所提出的方法的有效性。

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