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“双星”增强系统近空间伪卫星布站设计 被引量:7
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作者 柴霖 马卫华 《电讯技术》 2007年第1期64-67,共4页
布设近空间伪卫星可改善“双星”星座构型,实现无源定位,达到GDOP的最小化。从剖析GDOP的内涵出发,针对“双星”星座和近空间伪卫星特点,运用空间解析几何及矢量代数知识,推导出一种直接判断伪卫星空间位置的布站算法。该算法从几何角度... 布设近空间伪卫星可改善“双星”星座构型,实现无源定位,达到GDOP的最小化。从剖析GDOP的内涵出发,针对“双星”星座和近空间伪卫星特点,运用空间解析几何及矢量代数知识,推导出一种直接判断伪卫星空间位置的布站算法。该算法从几何角度,直观地确定近空间伪卫星的最佳布设点,具有简便、快捷、直观、形象的特点。不仅解决了“双星”增强系统的关键技术,也为近空间平台的应用提供了相关技术储备。 展开更多
关键词 卫星定位系统 “双星”系统 近空间 伪卫星 GDOP 布站算法
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Positioning performance analysis of the time sum of arrival algorithm with error features 被引量:1
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作者 宫峰勋 马艳秋 《Optoelectronics Letters》 EI 2018年第2期133-137,共5页
The theoretical positioning accuracy of multilateration(MLAT) with the time difference of arrival(TDOA) algorithm is very high. However, there are some problems in practical applications. Here we analyze the location ... The theoretical positioning accuracy of multilateration(MLAT) with the time difference of arrival(TDOA) algorithm is very high. However, there are some problems in practical applications. Here we analyze the location performance of the time sum of arrival(TSOA) algorithm from the root mean square error(RMSE) and geometric dilution of precision(GDOP) in additive white Gaussian noise(AWGN) environment. The TSOA localization model is constructed. Using it, the distribution of location ambiguity region is presented with 4-base stations. And then, the location performance analysis is started from the 4-base stations with calculating the RMSE and GDOP variation. Subsequently, when the location parameters are changed in number of base stations, base station layout and so on, the performance changing patterns of the TSOA location algorithm are shown. So, the TSOA location characteristics and performance are revealed. From the RMSE and GDOP state changing trend, the anti-noise performance and robustness of the TSOA localization algorithm are proved. The TSOA anti-noise performance will be used for reducing the blind-zone and the false location rate of MLAT systems. 展开更多
关键词 Positioning performance analysis of the time sum of arrival algorithm with error features
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