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Underwater Terrain Navigation During Realistic Scenarios

机译:现实场景中的水下地形导航

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摘要

Many ships today rely on Global Navigation Satellite Systems (GNSS), for their navigation, where GPS (Global Positioning System) is the most well-known. Unfortunately, the GNSS systems make the ships dependent on external systems, which can be malfunctioning, be jammed or be spoofed. There is today some proposed techniques where, e.g., bottom depth measurements are compared with known maps using Bayesian calculations, which results in a position estimation. Both maps and navigational sensor equipment are used in these techniques, most often relying on high-resolution maps, with the accuracy of the navigational sensors being less important. Instead of relying on high-resolution maps and low accuracy navigation sensors, this paper presents an implementation of the opposite, namely using low-resolution maps, but compensating this by using high-accuracy navigational sensors and fusing data from both bottom depth measurements and magnetic field measurements. A Particle Filter uses the data to estimate a position, and as a second step, a Kalman Filter enhances the accuracy even further. The algorithm has been tuned and evaluated using both a medium and a high-accuracy Inertial System. Comparisons of the various tuning methods are presented along with their performance results. The results from the simulated tests, described in this paper, show that for the high-end Inertial System, the mean position error is 10.2 m, and the maximum position error is 33.0 m during a 20 h test, which in most cases would be accurate enough to use for navigation.
机译:如今,许多船舶都依靠全球导航卫星系统(GNSS)进行导航,其中GPS(全球定位系统)最为著名。不幸的是,GNSS系统使船舶依赖于外部系统,这些外部系统可能会发生故障,被卡住或被欺骗。如今,存在一些提出的技术,其中例如使用贝叶斯计算将底部深度测量值与已知地图进行比较,这导致位置估计。在这些技术中都使用了地图和导航传感器设备,大多数情况下都依赖于高分辨率地图,而导航传感器的精度不太重要。本文不依赖于高分辨率地图和低精度导航传感器,而是提出了相反的实现方式,即使用低分辨率地图,而是通过使用高精度导航传感器并融合来自底部深度测量和磁场的数据来对此进行补偿。现场测量。粒子滤波器使用数据估计位置,第二步,卡尔曼滤波器进一步提高了精度。该算法已使用中型和高精度惯性系统进行了调整和评估。给出了各种调整方法的比较及其性能结果。本文描述的模拟测试结果表明,对于高端惯性系统,平均位置误差为10.2 m,在20 h测试期间最大位置误差为33.0 m,在大多数情况下为足够准确,可用于导航。

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