利用单差分载波相位和稀疏测距模型进行地基高精度本地定位

PuLin Fan, Changgeng Li, Changshui Liu
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引用次数: 0

摘要

在智能交通系统应用中,迫切需要高精度定位服务。目前,全球导航卫星系统在开放区域可以提供厘米级的高精度服务。但在地下、隧道、室内等环境中,用户接收器无法接收到卫星发射的导航信号,影响了定位系统的性能。本文以隧道等狭长室内环境中的地基导航系统开发为基础。它提出了一种将单差分载波相位测量与稀疏测距测量相结合的定位方法。在基站布局受限的条件下,该方法可有效提高系统的定位精度。该方法结合了稀疏测距测量,以改善系统计算中非线性导致的非条件属性。最后,通过组合加权非线性最小二乘法算法实现定位结果的优化。利用在 4.6 千米隧道中采集的实际载波相位数据和模拟稀疏测距测量结果,对所提出的定位方法进行了实验验证。实验定位结果表明,将稀疏测距测量与 GH-LPS 结合使用具有成本低、复杂度低和精度高的优点。当测距误差为 0.5 米时,终端定位精度约为 55 厘米。当测距误差减小到 10 cm 时,终端定位精度提高到约 25 cm。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Ground-based high-precision local positioning using single-difference carrier phase and sparse ranging model
In Intelligent Transportation System applications, there is an urgent need for high-precision positioning services. Currently, Global Navigation Satellite Systems in open areas can provide centimeter level high-precision services. However, in underground, tunnel, indoor and other environments, the user receiver is unable to receive the navigation signal transmitted by the satellite, which impacts the performance of positioning systems. This paper is based on the development of groundbased navigation systems in narrow and long indoor environments such as tunnels. It proposes a positioning method that combines single-difference carrier phase measurement with sparse ranging measurement. This method effectively improves the system's positioning accuracy under conditions where base station layout is restricted. The method incorporates sparse ranging measurements to improve the ill-conditioned properties resulting from nonlinearity in the system calculation. Finally, the optimization of positioning results is achieved through a combined weighted nonlinear least squares algorithm. The proposed positioning method is experimentally validated using actual carrier phase data collected in a 4.6 kilometers tunnel and simulated sparse ranging measurement. The experimental positioning result indicate that combining sparse ranging measurements with GH-LPS has the advantages of low cost, low complexity and high precision. When the ranging error is 0.5 m, the terminal positioning accuracy is approximately 55 cm. And when the ranging error decrease to 10 cm, the terminal positioning accuracy is improved to approximately 25 cm.
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