在机载雷达天线系统整个可能扫描区域内,“天线-天线罩”系统中复杂形状无线电透明天线罩角方位误差测量的实用方法

I. E. Makushkin, A. E. Dorofeev, A. N. Gribanov
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引用次数: 0

摘要

机头无线电透明天线罩(RTR)具有复杂形状的介质透镜作用,对其下飞机机载雷达天线的辐射特性有重要影响。一般来说,现代雷达是建立在电子束控制相控阵天线系统的基础上的。阵列的相位是在最不同的(对于给定相控阵可用的)空间方向上进行的。在RTR下定义雷达操作的参数之一是确定雷达发现的目标的角位置的误差。对于机头RTR的复杂形式(具有一个对称平面),由此产生的角方位误差(ABE)在很大程度上取决于雷达天线当前相位的空间位置。在某些情况下,在操作雷达时必须考虑到方位误差。这对于雷达飞机的测向和远距离目标跟踪尤为重要。在这种情况下,取决于阵列相位的当前坐标的ABE值的数据变得相关。本文的目的是提出一种简单的技术,使实际测量系统“天线- RTR”在天线波束的电子扫描的一个重要区域的ABE成为可能。已经开发了测量ABE的技术,并在天线测量准直器复合体(“紧凑测试场地”)的基础上进行了测试。根据实测数据,给出了计算相控阵角坐标系下ABE各分量的数学表达式。在初始阶段,该技术已在一个特制的可快速拆卸的天线罩模型模拟器上进行了测试,该模型模拟器具有引入任意ABE的能力。利用该模型,将基于该方法的测量结果与基于动态空间辐射方向图(RP)的测量方法进行了比较。对于不同的方法,已经注意到数据的良好相关性,但在RTR的一个物理模型模拟器上,这允许我们谈论所选择的方法的正确性。随后,通过与“相控阵- RTR”(泪滴形状)系统一起工作时收集的数据,验证了所提方法的正确性。在这种情况下,通过测量RTR安装前后得到的相应差分模式的最小位移角来计算每个正交分量,将ABE的计算分量与差分法直接测量结果进行比较。发展了对实际RTR表面相当一部分的角方位误差进行初步测量的技术,可以在必要时补偿飞机雷达计算机中测量的ABE,从而提高确定空间目标空间坐标的精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Practical approach of measuring of angular bearing errors for radiotransparent radomes with complex shape in the “antenna – radome” system in the entire possible scanning ar-ea of the airborne radar antenna system
A nose radiotransparent radome (RTR) plays the role of a dielectric lens of a complex shape, which can significantly affect the radiation characteristics of the airborne radar antenna of an aircraft located under it. Modern radars, as a rule, are built on the basis of antenna systems with electronic beam control – phased antenna arrays. The phasing of the array is carried out in the most different (available for a given phased array) spatial directions. One of the parameters that define the operation of the radar under the RTR is the error in determining the angular position of the targets found by the radar. With complex forms (with one plane of symmetry) of the nose RTR, the resulting angular bearing errors (ABE) depend significantly on the spatial position in which the radar antenna is currently phased. In some cases, bearing errors must be taken into account when operating the radar. This becomes especially important in direction finding and tracking of targets remote to the limit for radar aircraft. In this case, the data on the values of the ABE depending on the current coordinates of the array phasing become relevant. The aim of the article is to present a simple technique that makes it possible to practically measure the ABE in the system “antenna – RTR” in a significant area of electronic scanning by the antenna beam. The technique for measuring the ABE has been developed, which was tested on the basis of an antenna-measuring collimator complex (“compact test site”). Mathematical expressions have been given for calculating both components of ABE (in the phased antenna array angular coordinate system) based on the measured data. At the initial stage, the technique has been tested on the basis of a specially made quick-detachable model-simulator of the radome, which has the ability to introduce arbitrary ABE. With the help of this model, a comparison of the results of measurements obtained on the basis of the proposed method and the method associated with the measurement of dynamic spatial radiation patterns (RP) has been performed. A good correlation of data has been noted for different methods, but on one physical model-simulator of the RTR, which allows us to speak about the correctness of the chosen approach. Subsequently, the correctness of the proposed method has been confirmed by the data collected when working with the system “phased antenna array – RTR” (teardrop shape). In this case, the calculated components of the ABE have been compared with the results of direct measurements by the difference method, when each of the orthogonal components is calculated by measuring the angle of displacement of the minimum of the corresponding difference pattern, obtained before and after the installation of the RTR. The developed technique of preliminary measurement of angular bearing errors over a significant part of the surface of a real RTR makes it possible, if necessary, to compensate the measured ABE in aircraft radar computers, thereby increasing the accuracy of determining the spatial coordinates of targets in space.
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