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Navigation and timing accuracy at the 30 centimeter and subnanosecond level

机译:30厘米和亚纳秒级的导航和定时精度

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Clocks with accuracies exceeding 1/spl times/10/sup -13/ can now be placed in orbit. Here we carry out a worst case systematic error analysis of ground-based Doppler observations of signals from such a satellite to ascertain how well all the SV orbital parameters can be determined. The classical Keplerian relationship, T/sup 2/=4/spl pi//sup 2/a/sup 3//GM, provides a way for accurate determination of the semi-major axis, a, through measurement of the orbital period, T, of a SV-borne clock. Simple calculations show that an accuracy of 1/spl times/10/sup -13/ translates to an uncertainty in the length of the radius vector of 7.2 cm. To achieve such accuracy, a drag-free system is needed in the satellite to satisfy the free-fall orbital conditions. Because of the potential importance of such accuracy, the purpose of this paper to consider all relevant relativistic effects, and other important error terms.
机译:现在可以将精度超过1 / spl次/ 10 / sup -13 /的时钟放入轨道。在这里,我们对来自这种卫星的信号的地面多普勒观测进行最坏情况的系统误差分析,以确定可以确定所有SV轨道参数的程度。经典的Keplerian关系T / sup 2 / = 4 / spl pi // sup 2 / a / sup 3 // GM提供了一种通过测量轨道周期来精确确定半长轴a的方法, SV时钟的T。简单的计算表明,精度为1 / spl乘以/ 10 / sup -13 /会转换为7.2 cm半径矢量长度的不确定性。为了达到这样的精度,卫星中需要一个无阻力的系统来满足自由落体的轨道条件。由于这种准确性的潜在重要性,因此本文旨在考虑所有相关的相对论效应以及其他重要的误差项。

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