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GNSS Satellite Orbit Modeling via a Behavioral Approach

机译:通过行为方法进行GNSS卫星轨道建模

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In this paper, a behavioral framework is proposed to solvernthe GNSS satellite orbit prediction problems. The conceptrnof behavioral framework was first proposed by Jan C.rnWillems in a series of papers (J. C. Willems, "From timernseries to linear system - part Ⅰ, Ⅱ, and Ⅲ," AutomaticarnVol. 22, 1986.) as a generic tool for mathematical modelingrnof dynamical systems. In the proposed approach, thernmodel of GPS satellites is firstly described by a kernelrnrepresentation and then the problem can be solved by arnstructured total least-squares (STLS) algorithm. STLSrnalgorithm is a modified version of the traditional totalrnleast-squares (TLS) method. It can be shown that thernSTLS algorithm is able to provide better performancernthan the TLS algorithm for the problems that possess arnparticular structure. In the case of the present paper, it isrnshown that the orbital determination problem has arnHankel structure; therefore the problem can be solved byrnan STLS algorithm subject to a Hankel structure. GPSrnsatellite orbital prediction is particular useful for the indoorrnGPS application. By using the proposed method,rnusers need not to wait for the GPS receiver to downloadrnthe ephemeris data from the satellites which is usually arntime-consuming process. We simply store the behavioralrnmodel in the receiver’s software (or firmware). Then thernsatellite’s orbit can be computed without collecting thernbroadcast ephemeris data.
机译:本文提出了一种行为框架来解决GNSS卫星轨道预测问题。概念行为行为框架由Jan C.rnWillems在一系列论文中首次提出(JC Willems,“从时间序列到线性系统-第Ⅰ,Ⅱ和Ⅲ部分,” AutomaticarnVol.22,1986)。动力学系统建模。在该方法中,首先通过核表示来描述GPS卫星的模型,然后通过非结构化总最小二乘算法(STLS)解决该问题。 STLSrnalgorithm是传统的总最小二乘(TLS)方法的修改版本。可以证明,对于具有特殊结构的问题,STLS算法能够提供比TLS算法更好的性能。在本文的情况下,这表明轨道确定问题具有阿尔汉克尔结构。因此该问题可以通过汉克结构的SNAN算法来解决。 GPS卫星轨道预测对于室内GPS应用特别有用。通过使用所提出的方法,用户无需等待GPS接收器从卫星下载星历数据,这通常是耗时的过程。我们只需将行为模型存储在接收者的软件(或固件)中。然后,无需收集广播星历数据即可计算出卫星的轨道。

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