A novel tracking estimation algorithm for the detection beam’s roll angle

IF 1.8 4区 工程技术 Q3 ENGINEERING, MECHANICAL Journal of The Brazilian Society of Mechanical Sciences and Engineering Pub Date : 2024-08-28 DOI:10.1007/s40430-024-05128-x
Chunjun Chen, Xiaoyu Liu, Lu Yang, Ji Deng
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Abstract

The detection beam is the carrier of the track irregularity detection system. The high-precision estimation of the detection beam’s roll angle is the key technology to improve the detection accuracy of the cross-level irregularity and other items. Nevertheless, the traditional complementary filtering method has the drawbacks of low model approximation and an ambiguous cut-off frequency. To solve the above problems, a measuring system is designed on the inclinometer and the gyroscope to realize the high-precision tracking estimation of the detection beam’s roll angle. The sensor error model and the angular motion model of the detection beam are combined to establish a large system model. Then a novel strong maneuvering nonlinear tracking algorithm (SMNT) for the detection beam’s roll angle is proposed. A multi-body dynamic model is created in Simpack to replicate the angular motion of the detection beam. The simulation data are superimposed on the sensor noise to the SMNT algorithm. The simulation results show that the SMNT algorithm is the best among the four algorithms by considering convergence speed, estimation error, and robustness. The SMNT algorithm converges after 25 m, the maximum root mean square error is 0.0029° and the maximum cross-level irregularity error is 0.1028 mm. This SMNT algorithm can provide support for improving the detection accuracy of track irregularity parameters.

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探测光束滚动角的新型跟踪估算算法
检测梁是轨道不平顺性检测系统的载体。高精度地估计检测波束的滚动角是提高交叉层不规则等项目检测精度的关键技术。然而,传统的互补滤波方法存在模型逼近度低、截止频率不明确等缺点。为解决上述问题,我们设计了一种基于倾角仪和陀螺仪的测量系统,以实现对探测光束滚动角的高精度跟踪估计。传感器误差模型与探测光束的角运动模型相结合,建立了一个大系统模型。然后提出了一种新的探测光束滚动角的强机动非线性跟踪算法(SMNT)。在 Simpack 中创建了一个多体动态模型,以复制探测梁的角运动。仿真数据与传感器噪声叠加,用于 SMNT 算法。仿真结果表明,考虑到收敛速度、估计误差和鲁棒性,SMNT 算法是四种算法中最好的。SMNT 算法在 25 米后收敛,最大均方根误差为 0.0029°,最大交叉水平不规则误差为 0.1028 毫米。该 SMNT 算法可为提高轨道不规则参数的检测精度提供支持。
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来源期刊
CiteScore
3.60
自引率
13.60%
发文量
536
审稿时长
4.8 months
期刊介绍: The Journal of the Brazilian Society of Mechanical Sciences and Engineering publishes manuscripts on research, development and design related to science and technology in Mechanical Engineering. It is an interdisciplinary journal with interfaces to other branches of Engineering, as well as with Physics and Applied Mathematics. The Journal accepts manuscripts in four different formats: Full Length Articles, Review Articles, Book Reviews and Letters to the Editor. Interfaces with other branches of engineering, along with physics, applied mathematics and more Presents manuscripts on research, development and design related to science and technology in mechanical engineering.
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