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FX型相关处理方案及野值剔除算法 总被引:1,自引:0,他引:1
分析了甚长基线干涉测量等干涉测量技术中FX型相关处理方案存在的问题,提出了一种新的FX相关处理方案。该方案经过两次整数比特时延补偿将两站接收信号相对时延缩小到1 bit内,从而避免了相位卷绕现象的出现,同时省去了原方案中的小数比特时延补偿,接着对新方案的计算量和相关长度做了深入的分析;改进了一种野值剔除算法,使剔除过程不受相位随频率变化趋势的影响。蒙特卡洛仿真和“嫦娥二号”实测数据处理结果验证了改进的准确性和有效性。 相似文献
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通过虚拟预测技术对现有预测显示方法进行调研分析,提出了一种分类方法,有效地解决了遥操作中时延问题。针对目前计算机视觉领域的快速发展,提出一种基于视频流的在线重建模型的预测显示方法,该方法能够适应于非结构化的甚至是完全未知的环境,不仅能够解决机器人遥操作实验的时延问题,同时能够满足实时性的需求,文中指出了其关键技术。同时,实现了一个基于重建模型的预测显示原型系统,基于不同的时延条件,对通过时延视频构建的预测图像和真实采集到的图像进行了对比,验证了该方法能够补偿时延的影响,具有很好的预测效果。 相似文献
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In view of the phase shift characteristic inconsisteny between gyros and accelerometers in actual SINS (Strapdown Inertial Navigation System), it’s found that non synchronization velocity errors are considerable under SINS angular motion. Through SINS systemic test, a simple and convenient way to identify the accelerometer time delay parameter is proposed. In this way, a rolling test in gravity fields is designed and the relations between accelerometer time delay parameter and the system’s velocity error are obtained. Moreover, two kinds of methods for non synchronization velocity error compensation are given: one is the time delay extrapolation based on the transfer function model of accelerometer and the other is the velocity error direct compensation based on SINS velocity update algorithm. Finally, by using fiber optic gyro SINS, some experiments are carried out and the results verify that the navigation system’s accuracy is improved effectively and the theoretical analysis is correct. 相似文献
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Xingxing Li Xiaohong Zhang Fei Guo 《Advances in Space Research (includes Cospar's Information Bulletin, Space Research Today)》2014
Integer ambiguity resolution in precise point positioning (PPP) can shorten the initialization and re-initialization time, and ambiguity-fixed PPP solutions are also more reliable and accurate than ambiguity-float PPP solutions. However, signal interruptions are unavoidable in practical applications, particularly while operating in urban areas. Such signal interruptions can cause discontinuity of carrier phase arc, which introduces new integer ambiguities. Usually it will take approximately 15 min of continuous tracking to a reasonable number of satellites to fix new integer ambiguities. In many applications, it is impractical for a PPP user to wait for such a long time for the re-initialization. In this paper, a method for rapid ambiguity fixing in PPP is developed to avoid such a long re-initialization time. Firstly, the atmospheric delays were estimated epoch by epoch from ambiguity-fixed PPP solutions before the data gap or cycle slip occurs. A random walk procedure is then applied to predict the atmospheric delays accurately over a short time span. The predicted atmospheric delays then can be used to correct the observations which suffer from signal interruptions. Finally, the new ambiguities can be fixed with a distinct WL-LX-L3 (here LX denotes either of L1, L2) cascade ambiguity resolution strategy. Comprehensive experiments have demonstrated that the proposed method and strategy can fix zero-difference integer ambiguities successfully with only a single-epoch observation immediately after a short data gap. This technique works even when all satellites are interrupted at the same time. The duration of data gap bridged by this technique could be possibly extended if a more precise atmospheric delay prediction is found or on-the-fly (OTF) technology is applied. Based on the proposed method, real-time PPP with integer ambiguity fixing becomes more feasible in practice. 相似文献
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胡军 《空间控制技术与应用》2014,(3):1-7
研究输入延迟未知对象特征模型的控制问题.采用闭环系统直接求根方法,结果表明:最小方差控制对未知输入延迟不具有鲁棒性,原型黄金分割控制能应对较小的未知输入延迟变化,λ型黄金分割控制能应对较大的未知输入延迟的变化.针对稳定、临界稳定、不稳定以及双积分特征模型,在未知的输入延迟条件下,进一步研究了原型和λ型黄金分割控制器对未知输入延迟的稳定性和性能鲁棒性.对稳定的被控对象,λ型黄金分割控制器,可应对很大的未知输入延迟,且闭环性能基本不变;对非稳定对象的特征模型,λ型黄金分割控制器,可提高应对未知输入延迟的稳定能力,通过优选λ,可优化闭环性能. 相似文献
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