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Analysis of the long-term stability of a homogenous Cesium standard ensemble for future system time generation

机译:对未来系统时代的均质铯标准合奏的长期稳定性分析

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Global Navigation Satellite Systems (GNSSs) are indispensable for numerous daily life applications. They provide essential services for both civil and military uses. Other than enabling global navigation. GNSSs also allow the distribution of a stable time scale used in various sectors such as aviation, ground and maritime traffic, surveying, synchronization of power grids and stock trading activities. Thus, one key element of such systems is the generation of a stable and robust system time, which can be referenced to a global time scale, i.e. Coordinated Universal Time (UTC). There are several different approaches to ensure an appropriate system time for operational systems, like Global Positioning System (GPS) as an example for ensemble system time or Galileo for a master clock approach. In this paper we will present our latest results on composite clock realization with a set of cesium clocks. One of these clocks is used as the UTC realization by DLR. For our composite clock solution, we used a Kalman filter to predict the clock states, integrated differential clock measurements and produced an Implicit Ensemble Mean (IEM). A second Kalman filter was used to calculate the steering commands necessary to align a clock to the IEM of the ensemble. A regulator was used to implement the required steering. Simulation, long term measurements of an ensembles of cesium clocks and the realization of the IEM have been performed over a period larger than 10~5s. This demonstration can be seen as the next step of DLR's contribution to UTC with a physical realization of a robust clock ensemble.
机译:全球导航卫星系统(GNSSS)对于许多日常生活应用是必不可少的。他们为民事和军事用途提供了基本服务。除了启用全球导航。 GNSSS还允许分布在航空,地面和海上交通,调查,电网同步等各个部门中使用的稳定时间尺度,以及电网和股票交易活动。因此,这种系统的一个关键要素是产生稳定且稳健的系统时间,其可以参考全局时间尺度,即协调的世界时间(UTC)。有几种不同的方法来确保适当的操作系统的系统时间,如全球定位系统(GPS),如用于主时钟方法的集合系统时间或伽利略的示例。在本文中,我们将在一组铯钟表中展示我们的最新结果。这些时钟之一用作DLR的UTC实现。对于我们的复合时钟解决方案,我们使用了卡尔曼滤波器来预测时钟状态,集成差分时钟测量并产生隐式合奏均值(IEM)。第二个Kalman滤波器用于计算将时钟对准集合的IEM所需的转向命令。使用调节器来实施所需的转向。模拟,长期测量铯钟的集合和IEM的实现已经在大于10〜5s的时间内进行。该演示可以看作是DLR对UTC的贡献的下一步,利用强大的时钟集合的物理实现。

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