共查询到19条相似文献,搜索用时 93 毫秒
1.
2.
电离层延迟误差是单频接收机的主要定位误差之一。电离层延迟误差具有多变性,不易准确描述。本文探讨了几种常用单频接收机电离层延迟改正模型,Bent模型IRI模型、Klobuchar模型、NeQuick模型以及IGGSH模型。并利用单频GPS接收机实测数据统计分析各模型对定位误差的修正效果,为单频接收机用户选择合适的电离层改正模型提供参考。 相似文献
3.
掩星观测中电离层延迟对LEO卫星轨道误差的响应 总被引:2,自引:0,他引:2
从Haselgrove和Budden方程出发,模拟了GPS信号在电离层中的传播过程,利用GPS/MET实验中5组GPS和LEO卫星的实际轨道,分别模拟了无LEO卫星轨道扰动和有轨道扰动情况下的GPS信号在电离层中的传播,并生成了对应的电离层延迟量,以同步生成的模拟精度序列为参照,就掩星观测中电离层延迟对LEO卫星轨道误差的响应程度进行了估计和分析,初步结果显示:在掩星观测中,电离层延迟对LEO卫星轨道误差的响应比中性层延迟要弱得多,这可能同采用了电离层掩星观测的采样频率比中性层采样频率低两个数量级的技术手段有关。 相似文献
4.
赤道地区L-波段电离层闪烁的形态特性 总被引:5,自引:1,他引:5
利用空间中心海南台站GPS电离层闪烁监测仪2003年7月到2005年6月两年间的观测资料,对太阳活动下降期间海南地区L-波段电离层闪烁特性进行了分析,主要分析结果表明:闪烁主要发生在日落后到午夜附近,其在春秋分附近出现的时间最早,集中出现于22LT左右,在冬季出现一定的时间延迟,在夏季出现的时间最晚,主要出现在午夜附近;闪烁的频率和强度春秋季明显增大,在冬季和夏季明显减小;闪烁主要发生于磁静日期间,这种情形主要集中于春秋分附近;电离层闪烁也可能发生于磁扰/暴期间,这种情形多发生于夏季和冬季期间.相对于地磁活动,太阳活动对闪烁活动的影响相对不明显. 相似文献
5.
6.
新乡观测的电离层TEC和板厚的统计与建模研究 总被引:3,自引:0,他引:3
利用1982年至1990年在新乡接收ETS-Ⅱ同步卫星136MHz信标所取得的电离层总电子含量TEC月中值和相应的F2层临界频率,计算了电离层板厚,分析比较了电离层板厚、TEC和F2层临界频率的日变化、季节变化和太阳活动变化的差异,给出了板层随太阳活动的抛物关系,建立了新乡的电离层板厚模式,并与国际参考电离层和中国参考电离层模式的结果进行了比较。结果表明,本文的板厚模式预报的结果在太阳活动高年较国 相似文献
7.
介绍了电离层参数的模式化预测方法和实时反演、重构技术,导出基于多层准抛物模型的电离层虚高公式,并给出基于Martyn等效理论的高频单站定位迭代算法,利用实测数据验证了算法在近距离上的实用性,即在约600~1200km范围内单站定位误差不超过5%。 相似文献
8.
大气层对卫星导航信号的时延影响及修正 总被引:1,自引:0,他引:1
详细论述了电离层、对流层对卫星导航信号传播时延的影响,讨论了修正大气层时延影响的相对定位、延迟模型改正方法,详细分析了双频观测量电离层时延误差修正方法。 相似文献
9.
10.
11.
12.
GPS多普勒差分测速算法 总被引:1,自引:0,他引:1
全球卫星定位系统(GPS)多普勒单点测速技术是单GPS天线测姿技术的核心,但其测速精度易受卫星速度误差、卫星钟漂、电离层延迟、对流层延迟以及飞行器位置误差等因素的影响。针对上述问题,提出结合GPS地面基准站卫导观测数据,对机载GPS多普勒观测量进行双差处理,从而得到GPS多普勒双差方程。求解该双差方程,能够有效缓解上述不利因素的影响,得到精度更好的飞行器实时速度。半实物仿真计算结果与跑车实验计算结果都表明多普勒差分测速精度大幅优于多普勒单点测速精度。 相似文献
13.
Stuart Riley Peter Daly 《International Journal of Satellite Communications and Networking》1994,12(5):453-462
The transmission of satellite signals at two widely spaced frequencies allows correction of the ionospheric delay. Both GPS and GLONASS transmit such signals, and to date there have been no published dual frequency GLONASS studies. This paper shows the fundamental accuracy of the Leeds University multichannel GPS/GLONASS receiver. Details are then given of the processing methods that have been used to obtain the ionospheric group delay using GLONASS L1 and L2 P-code measurements. Examples of the measured delay are provided and compared with the GPS model. Navigation results are shown using the P-code phase at L1 only and with a combination of the L1 and L2 measurements. An analysis of the accuracy of the P-code pseudorange and navigation capability is presented. 相似文献
14.
Bandyopadhayay T. Guha A. DasGupta A. Banerjee P. Bose A. 《Electronics letters》1997,33(12):1010-1011
The effect of ionospheric scintillation on navigational accuracy with the GPS (Global Positioning System) in the equatorial region is presented. The accuracy of position fixing with the GPS as indicated by the PDOP (position dilution of precision) factor is degraded when the raypath from the satellite shows deep fading. It is understood that navigation, particularly using a moderately sophisticated GPS receiver, in the equatorial zone will be severely affected during maximum sunspot number years 相似文献
15.
The need for precise position and navigation aids in many areas of industry is becoming increasingly apparent. There are many errors associated with the navigation solution of the global positioning system (GPS), including satellite ephemeris error, satellite clock error, ionospheric delay, tropospheric delay, multipath, receiver measurement error and selective availability (SA). Noise can create an error between centimeters to several meters. In this paper, the proposed technique applied to smooth noise for GPS receiver positioning data is based upon the analysis of wavelet transform (WT), bilateral filter (BF) and diffusivity function. The WT is a powerful tool of signal processing for its multiresolutional possibilities. BF is a local, non-linear and non-iterative technique. It is applied to approximation subband. We decompose a GPS positioning data into low-frequency and high-frequency components and apply BF on the approximation coefficients and diffusivity function on the detail coefficients at each decomposition level for data smoothing. A single-frequency and low-cost commercial GPS receiver manufactured by Rockwell Company is used to test our method. The experimental results on measurement data demonstrate the effectiveness of the proposed method; so that the total root mean square (RMS) error reduces to less than 0.29 m with SA on and 0.15 m with SA off using Daubechie wavelet. 相似文献
16.
伴随着北斗卫星导航系统的发展成熟,采用多个卫星导航系统可以获得更多的观测卫星进行电离层闪烁监测,极大提高监测的性能,因此利用GPS系统与北斗系统结合进行电离层闪烁监测成为趋势。文中介绍了所研制的GPS/BD双模电离层闪烁监测系统,它可以实时地监测分析GPS卫星L1/L2频点与北斗卫星B1/B2频点信号的电离层幅度闪烁指数和电离层相位闪烁指数,并可显示和存储各项观测数据。文中对电离层闪烁监测系统的硬件、系统嵌入式软件和电离层闪烁监测上位机软件的设计进行了介绍,对消趋势滤波器的设计和闪烁指数的计算进行了详细的讨论,并在最后给出了系统运行测试结果。 相似文献
17.
GPS-Based Satellite Tracking System for Precise Positioning 总被引:1,自引:0,他引:1
Yunck T.P. Melbourne W.G. Thoenton C.L. 《Geoscience and Remote Sensing, IEEE Transactions on》1985,(4):450-457
NASA is developing a Global Positioning System (GPS) based measurement system to provide precise determination of Earth satellite orbits, geodetic baselines, ionospheric electron content, and clock offsets between worldwide tracking sites. The system will employ variations on the differential GPS observing technique and will use a network of nine fixed ground terminals. Satellite applications will require either a GPS flight receiver or an on-board GPS beacon. Operation of the system for all but satellite tracking will begin by 1988. The first major satellite application will be a demonstration of decimeter accuracy in determining the altitude of TOPEX in the early 1990's. By then the system is expected to yield long-baseline accuracies of a few centimeters and instantaneous time synchronization to 1 ns. 相似文献
18.
19.
The existing ionospheric delay correction methods in Satellite based augmentation system (SBAS) were just for single constellation and over conservative. In this paper, we propose a new method to make more accurate ionospheric delay correction and tighter error bound orienting towards GPS and GLONASS. Considering that some Ionospheric pierce points (IPPs) are almost motionless, we make a filtering process to estimate the ionospheric delays at Ionospheric grid points (IGPs) to better reflect the ionospheric temporal variation. Then we conduct a simulation on ionospheric delay estimation at IGPs in dual constellations through planar fit method and filtering method. It can be concluded that the filtering method can bound the ionospheric delay correction error more tightly, simultaneously the ionospheric delay correction accuracy is improved a bit. 相似文献