首页> 外文会议>Saint Petersburg International Conference on Integrated Navigation Systems >METHODOLOGY OF DESIGNING AN INTEGRATED LOOP FOR TERMINAL GUIDANCE AND INERTIAL-SATELLITE AIDED NAVIGATION IN CONTROL SYSTEMS OF SPACE LAUNCH VEHICLES - THE ANALYSIS OF FULL-SCALE TESTS
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METHODOLOGY OF DESIGNING AN INTEGRATED LOOP FOR TERMINAL GUIDANCE AND INERTIAL-SATELLITE AIDED NAVIGATION IN CONTROL SYSTEMS OF SPACE LAUNCH VEHICLES - THE ANALYSIS OF FULL-SCALE TESTS

机译:设计终端引导综合回路和空间发射车辆控制系统中的终端引导和卫星辅助导航的方法论 - 全尺度测试分析

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Specific features of application of the Information-Insurance Technology previously offered for control objects with increased requirements for information reliability are described. It is shown that the measures intended to provide the validity check of the integrated navigation system output data that involve the measurements from the GLONASS/GPS receiver and the need for their accumulation before they are used in the terminal guidance loop require that these factors be taken into account in the statement of the control problem. The realization of the adopted solutions results in a problem of working-off during the final stage of an active leg of saltatory disturbances represented in the form of accumulated and detected errors in coordinates and velocity components of a navigation trajectory. It is shown that this problem is a priori equivalent to unpredictable retargeting during the flight. The problem of retargeting occurs for the first time in the practice of space launch vehicles. The analysis of accuracy and functioning of the integrated system of upper-stage (US) "Fregat" is carried out. In particular, the results of working-off of the previously mentioned disturbance types in normal and lateral stabilization systems are represented.
机译:描述了先前为控制对象提供的信息保险技术应用的特定特征,具有增加的信息可靠性要求。结果表明,旨在提供涉及从Glonass / GPS接收器的测量结果的综合导航系统输出数据的有效性检查的措施以及在终端引导循环中使用之前的累积需要进行这些因素考虑到控制问题的陈述。所采用的解决方案的实现导致在最终阶段的速度下阶段的速度滞后的最终阶段,以导航轨迹的坐标和速度分量的累积和检测的误差形式表示。结果表明,这个问题是在飞行期间不可预测的令人不可预测的重定向的先验。在空间发动车辆的实践中首次发生retargeting的问题。进行了上阶段(美国)“Fregat”集成系统的准确性和运作的分析。特别地,表示在正常和横向稳定系统中先前提到的扰动类型的工作的结果。

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