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Orbit Determination Observability of the Dual-Satellite Geolocation System with TDOA and FDOA

机译:TDOA和FDOA双卫星地理位置系统的轨道确定可观察性

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In this paper we address the observability of dual-satellite orbit determination using TDOA and FDOA measurement types. Using both a linearized dynamical model, including 2-body and SRP effects, with a linearized measurement model, we construct an observability matrix. The observability matrix is first examined analytically to show that the problem is indeed theoretically observable even when using only one calibrator transmitter in addition to the reference transmitter. Then the same result is obtained by numerically evaluating the observability matrix and showing that it is full rank. The numerical analysis is performed using two 10,000 Monte Carlo simulations, one with very broad input parameters while the other specifically pertains to geostationary orbits. While we can show that the problem is theoretically observable, we also show that with real data it may not necessarily be functionally observable. Generally the fewer calibrators used, the higher the condition number and the worse the state errors and covariance become. Furthermore, the orbital configurations of both satellites play an important role, where larger differences in the orbital elements between the satellites yield more favorable state estimates.
机译:在本文中,我们解决了使用TDOA和FDOA测量类型的双卫星轨道测定的可观察性。使用线性化动态模型,包括2体和SRP效果,具有线性化测量模型,我们构建了一种可观察性矩阵。首先在分析上检查可观察性矩阵,以表明,即使在除参考发射机之外仅使用一个校准器发射器时,问题也是理论上可观察到的。然后通过数值评估可观察性矩阵并表明它是完整的等级来获得相同的结果。使用两个10,000个蒙特卡罗模拟进行数值分析,一个具有非常广泛的输入参数,而另一个具有非常宽的输入参数,特别是与地球静止轨道有关。虽然我们可以表明这个问题是理论上可观察到的,但我们还表明,对于实际数据,它可能不一定在功能上可观察到。通常,使用的校准器较少,条件数量越高,状态误差和协方差变得更差。此外,两个卫星的轨道配置起着重要作用,其中卫星之间的轨道元素差异较大,产生更有利的状态估计。

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