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Positioning for Range-Based Land Navigation Systems Using Surface Topography

机译:使用表面地形的基于范围的陆地导航系统定位

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There are many situations in which GPS is either unable to provide the desired level of accuracy or is unavailable. Use of a pseudolite-based system (possibly at non-GPS frequencies) for navigation can be a means for positioning during these times. In many cases a pseudolite system with ground based transmitters has difficulty in determining the height of the receiver accurately, due to the poor vertical observability inherent in the geometry of the system.rnThis paper investigates and develops five methods of incorporating the known surface topography in a nonlinear batch least squares estimation algorithm using carrier-phase measurements from pseudolites. While the specific carrier-phased pseudolite example is used throughout this paper, the height constraint methods would apply to any range-based positioning systems for surface use.rnReal and simulated data sets are used to evaluate the performance of the five algorithms. In simulation, all methods performed equivalently well on a flat surface. When simulating a hill, constraining the solution to lie inrna plane tangent to the surface topography appeared to aid the solution with the best knowledge of the terrain. Use of a pseudo-measurement, a commonly used approach, did not provide the best results. Analysis of data from a real pseudolite system on a ground-based vehicle demonstrated sub-decimeter level positioning accuracy in all three dimensions.
机译:在许多情况下,GPS要么无法提供所需的精度水平,要么不可用。使用基于伪卫星的系统(可能在非GPS频率下)进行导航可能是这些时期进行定位的一种手段。在许多情况下,具有地面发射器的伪卫星系统很难准确确定接收器的高度,原因是系统几何结构固有的垂直可观察性差。本文研究并开发了五种方法,将已知表面形貌整合到地面中。非线性伪最小二乘估计算法,利用伪卫星的载波相位测量。尽管本文使用了特定的载波相位伪卫星示例,但高度约束方法将适用于任何基于距离的表面定位系统。rnReal和模拟数据集用于评估五种算法的性能。在仿真中,所有方法在平面上的性能均相当好。模拟山丘时,将解决方案约束为位于与表面地形相切的Inrna平面上似乎可以帮助您充分了解地形。使用伪测量(一种常用方法)无法提供最佳结果。对来自地面车辆上的真实伪卫星系统的数据进行的分析表明,在所有三个维度上,亚米级的定位精度都很高。

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