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Linear covariance techniques for closed-loop guidance navigation and control system design and analysis

机译:线性协方差技术用于闭环制导导航与控制系统的设计与分析

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摘要

While linear covariance analysis is widely used for navigation system design and analysis, it is often overlooked as a tool for closed-loop guidance navigation and control (GN&C) system design and analysis. This article presents an overview of the techniques and methods required to develop a linear covariance analysis tool for a close-loop GN&C system. Then, using a simple nonlinear closed-loop GN&C problem as a guide, the capabilities of linear covariance analysis for the design and analysis of closed-loop systems are demonstrated. It is shown that linear covariance can be accurately applied to a closed-loop system with time-to-go guidance, dead-reckoning navigation, and a Kalman filter for state estimation. The accuracy and efficiency of linear covariance analysis is shown by direct comparison to Monte Carlo analysis results, and the value of linear covariance analysis is highlighted by presenting several analysis capabilities that are often required in the design and analysis of closed-loop GN&C systems. It is also shown how the efficiency of linear covariance enables new design methodologies, one of which is presented in this article, that would otherwise be prohibitive with Monte Carlo analysis.
机译:尽管线性协方差分析广泛用于导航系统设计和分析,但它经常被视为闭环制导和控制(GN&C)系统设计和分析的工具。本文概述了为闭环GN&C系统开发线性协方差分析工具所需的技术和方法。然后,以简单的非线性闭环GN&C问题为指导,展示了线性协方差分析在闭环系统设计和分析中的功能。结果表明,线性协方差可以精确地应用于具有时间导向,死角导航和用于状态估计的卡尔曼滤波器的闭环系统。通过直接与蒙特卡洛分析结果进行比较,可以显示线性协方差分析的准确性和效率,并且通过提供闭环GN&C系统设计和分析中经常需要的几种分析功能,可以突出显示线性协方差分析的价值。还显示了线性协方差的效率如何实现新的设计方法,本文介绍了其中一种方法,否则该方法在蒙特卡洛分析中将是被禁止的。

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