Trajectory control methods for observation in two-position angular airborne radio monitoring systems Part 1. Orthogonal methods

V. I. Merkulov, D. Milyakov, V. P. Khar’kov, V. Chernov
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Abstract

Formulation of the problem. Currently, much attention is paid to the practical application and further improvement of two-position goniometric systems (TPGS) airborne radio monitoring, the advantage of which over single-position systems is the possibility of almost instantaneous determination of the location of the radio emission source (RES). A feature of the operation of the TPGS is the dependence of the errors in the positioning of the RES on the «geometry» of the system, i.e. on the size of the base and the position of the RES relative to the base. That is why the problem of optimizing the mutual arrangement of the receiving positions and RES is very urgent. To minimize positioning errors, two groups of trajectory observation control (TOC) methods have been developed, which is due to the variety of conditions for the practical use of aviation goniometric two-position systems and different degrees of their effectiveness. The first group of methods, called orthogonal, provides control of the receiving positions placed on the aircraft, so that the lines of sight of the RES relative to them intersect at right angles. The formation of a right-angled triangulation triangle, at the vertices of which the aircraft and RES are located, can be ensured by appropriate movement of the information support aircraft, or by simultaneously pointing both aircraft. In the first case, it is envisaged to output the information aircraft to an arbitrary point of a straight line, orthogonal to the line of sight «leading aircraft-RES», during the flight along which the best conditions for observation are created, or to a given point on this line. The second group of TOC methods ensures the minimization of errors in the positioning of radioactive sources at each current moment of time. When developing the corresponding trajectory control algorithms that implement the indicated trajectory control methods, direct and indirect optimization methods were used. To date, various TOC methods have been developed, but there is no systematic presentation of them. Purpose. To give a systematized idea of the developed methods of trajectory control of observation in two-position goniometric systems for radio monitoring of the surrounding space, as well as ways of solving the problem of ensuring the best observation conditions and increasing the accuracy of estimating the phase coordinates of the RES in these systems. Results. In the first part of this article, orthogonal methods and algorithms of TOC are considered, the implementation of which contributes to a significant increase in the accuracy of estimating the coordinates of the RES in goniometric two-position airborne radio monitoring systems. Information on the results of experimental studies confirming the effectiveness of the developed TOC methods is also given. Practical significance. The areas of practical application of various TOC methods in solving radio monitoring problems are shown, information about which can be used when choosing rational trajectory control methods for specific conditions of practical application, as well as when developing new TOC methods.
双位置角机载无线电监测系统中观测轨迹控制方法。第1部分。正交方法
问题的表述。目前,双位置测角系统(TPGS)机载无线电监测的实际应用和进一步改进备受关注,其相对于单位置系统的优点是可以几乎即时确定无线电发射源(RES)的位置。TPGS操作的一个特点是RES的定位误差依赖于系统的“几何”,即依赖于基座的大小和RES相对于基座的位置。这就是为什么优化接收位置和RES的相互安排问题非常紧迫。为了最大限度地减小定位误差,针对航空测角双位置系统实际应用条件的多样性及其有效性的不同,提出了两组轨迹观测控制方法。第一组方法,称为正交,提供了对放置在飞机上的接收位置的控制,使RES相对于它们的视线相交成直角。通过适当移动信息支援飞机或同时指向两架飞机,可以确保在飞机和RES所在的顶点形成直角三角形。在第一种情况下,设想将信息飞机输出到一条直线上的任意点,该直线与“引导飞机- res”的视线正交,在创造最佳观测条件的飞行过程中,或输出到这条直线上的给定点。第二组TOC方法确保在每个当前时刻定位放射源的误差最小化。在开发实现所述轨迹控制方法的相应轨迹控制算法时,采用了直接和间接优化方法。迄今为止,已经开发了各种TOC方法,但没有系统地介绍它们。目的。系统地介绍了目前发展起来的用于周围空间无线电监测的两位置测角系统的观测轨迹控制方法,以及如何保证两位置测角系统的最佳观测条件和提高两位置测角系统的相位坐标估计精度。结果。本文的第一部分研究了TOC的正交方法和算法,该方法的实施有助于显著提高几何双位置机载无线电监测系统中RES坐标估计的精度。实验研究的结果也证实了所开发的TOC方法的有效性。现实意义。指出了各种TOC方法在解决无线电监测问题中的实际应用领域,为在实际应用的具体条件下选择合理的轨迹控制方法以及开发新的TOC方法提供了信息。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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