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Dynamic displacement estimation by fusing biased high-sampling rate acceleration and low-sampling rate displacement measurements using two-stage Kalman estimator

机译:通过使用两级卡尔曼估计器将偏高采样率加速度和低采样率位移测量值融合来进行动态位移估计

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摘要

In this paper, dynamic displacement is estimated with high accuracy by blending high-sampling rate acceleration data with low-sampling rate displacement measurement using a two-stage Kalman estimator. In Stage 1, the two-stage Kalman estimator first approximates dynamic displacement. Then, the estimator in Stage 2 estimates a bias with high accuracy and refines the displacement estimate from Stage 1. In the previous Kalman filter based displacement techniques, the estimation accuracy can deteriorate due to (1) the discontinuities produced when the estimate is adjusted by displacement measurement and (2) slow convergence at the beginning of estimation. To resolve these drawbacks, the previous techniques adopt smoothing techniques, which involve additional future measurements in the estimation. However, the smoothing techniques require more computational time and resources and hamper real-time estimation. The proposed technique addresses the drawbacks of the previous techniques without smoothing. The performance of the proposed technique is verified under various dynamic loading, sampling rate and noise level conditions via a series of numerical simulations and experiments. Its performance is also compared with those of the existing Kalman filter based techniques.
机译:在本文中,通过使用两级卡尔曼估计器将高采样率加速度数据与低采样率位移测量值相混合,可以高精度估计动态位移。在阶段1中,两阶段卡尔曼估计器首先近似动态位移。然后,第2阶段中的估算器以较高的精度估算偏差,并细化第1阶段中的位移估算值。在以前的基于Kalman滤波器的位移技术中,估算精度可能由于(1)估算值的调整而产生的不连续性而恶化。位移测量和(2)估算开始时的缓慢收敛。为了解决这些缺点,先前的技术采用平滑技术,该平滑技术在估计中涉及额外的未来测量。但是,平滑技术需要更多的计算时间和资源,并且妨碍了实时估计。所提出的技术解决了先前技术的缺点而不进行平滑。通过一系列数值模拟和实验,验证了该技术在各种动态负载,采样率和噪声水平条件下的性能。还将其性能与现有的基于Kalman滤波器的技术进行了比较。

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