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F-M II Model Realization of 2D Radar Based on Array Theory Method

机译:基于阵列理论的二维雷达F-M II模型实现

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In this paper, a new algorithm of solving the system realization matrix based on the given transfer matrix of two-dimensional hybrid linear system is proposed. The algorithm is based on one-dimensional array with F-M II model to solve the implementation problem of system state space model. According to the method, it can make the complexity of the implementation process of the system lower, and is beneficial to the analysis and design of the system. Compared with the existing image algorithms, the middle chart transformation link is omitted, the calculation step is simplified, and the realization of multi-dimensional F-M II model is more convenient and efficient. This algorithm is applied to radar system, and the analysis efficiency of the system can be greatly improved.
机译:提出了一种基于给定的二维混合线性系统传递矩阵的系统实现矩阵求解算法。该算法基于带有F-M II模型的一维数组,解决了系统状态空间模型的实现问题。该方法可以降低系统实现过程的复杂度,有利于系统的分析和设计。与现有的图像算法相比,省去了中间图变换环节,简化了计算步骤,多维F-M II模型的实现更加方便,高效。该算法应用于雷达系统,可以大大提高系统的分析效率。

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