基于低成本集成智能手机GNSS Mems和地图匹配技术的陆地车辆导航

IF 0.7 Q4 ASTRONOMY & ASTROPHYSICS Artificial Satellites-Journal of Planetary Geodesy Pub Date : 2022-09-01 DOI:10.2478/arsa-2022-0007
Mostafa Mahmoud, M. Abd Rabbou, Adel El Shazly
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引用次数: 0

摘要

摘要由于定位精度应用的增加,对智能手机定位的需求迅速增长,例如用于车辆跟踪、紧急援助和智能交通系统的陆地车辆导航系统。导航系统之间的集成对于维持可靠的解决方案是必要的。高端惯性传感器由于其高成本而不是优选的。智能手机微机电系统(MEMS)由于其小尺寸和低成本而具有吸引力;然而,它们遭受着长期漂移的影响,这突出了使用道路网络的额外辅助解决方案的必要性,该解决方案可以在更长的时间内高效运行。在本研究中,使用星间单差分(BSSD)技术在运动学模式下测试了小米MI 8智能手机的单频精确点定位性能。将卡尔曼滤波算法应用于基于智能手机MEMS的BSSD和惯性导航系统的集成。在融合BSSD–INS和道路网络模型的基础上,应用隐Marcov模型和Viterbi算法,提出了地图匹配技术来辅助全球导航卫星系统(GNSS)拒绝环境中的导航系统。结果表明,无论是否添加模拟停机,BSSD–INS–map的性能始终优于BSSD解决方案和BSSD–INS集成。与BSSD和BSSD–INS导航解决方案相比,在不添加模拟中断的情况下,应用BSSD–INS-地图集成时,2D水平位置精度的均方根误差(RMSE)值分别提高了29%和22%。在6次GNSS模拟信号中断(持续时间分别为10、20和30 s)的情况下,与BSSD–INS算法相比,所提出的BSSD–INS-地图集成的2D水平定位精度总体平均提高了91%、96%和98%。
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Land Vehicle Navigation Using Low-Cost Integrated Smartphone GNSS Mems and Map Matching Technique
Abstract The demand for smartphone positioning has grown rapidly due to increased positioning accuracy applications, such as land vehicle navigation systems used for vehicle tracking, emergency assistance, and intelligent transportation systems. The integration between navigation systems is necessary to maintain a reliable solution. High-end inertial sensors are not preferred due to their high cost. Smartphone microelectromechanical systems (MEMS) are attractive due to their small size and low cost; however, they suffer from long-term drift, which highlights the need for additional aiding solutions using road network that can perform efficiently for longer periods. In this research, the performance of the Xiaomi MI 8 smartphone’s single-frequency precise point positioning was tested in kinematic mode using the between-satellite single-difference (BSSD) technique. A Kalman filter algorithm was used to integrate BSSD and inertial navigation system (INS)-based smartphone MEMS. Map matching technique was proposed to assist navigation systems in global navigation satellite system (GNSS)-denied environments, based on the integration of BSSD–INS and road network models applying hidden Marcov model and Viterbi algorithm. The results showed that BSSD–INS–map performed consistently better than BSSD solution and BSSD–INS integration, irrespective of whether simulated outages were added or not. The root mean square error (RMSE) values for 2D horizontal position accuracy when applying BSSD–INS–map integration improved by 29% and 22%, compared to BSSD and BSSD–INS navigation solutions, respectively, with no simulated outages added. The overall average improvement of proposed BSSD–INS–map integration was 91%, 96%, and 98% in 2D horizontal positioning accuracy, compared to BSSD–INS algorithm for six GNSS simulated signal outages with duration of 10, 20, and 30 s, respectively.
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