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首页> 外文期刊>Journal of Electromagnetic Waves and Applications >Controlling radiation patterns of antennas mounted on complex platforms using the characteristic basis functions (CBFs)
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Controlling radiation patterns of antennas mounted on complex platforms using the characteristic basis functions (CBFs)

机译:使用特征基函数(CBF)控制安装在复杂平台上的天线的辐射方向图

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A novel approach for controlling the radiation patterns of antenna systems located on a complex platform is proposed in this paper. The proposed technique takes a cue from the traditional characteristic basis functions method and starts with the generation of characteristic basis functions (CBFs) by exciting a number of antenna elements on the platform. In order to account for the design constraints into consideration, the antennas are only placed at allowable locations (typically specified by the user). The CBFs are generated for the complex structure under analysis by using a suitable full-wave solver. Moreover, the antenna elements need not to be identical, and different types of antennas can be used at different locations on the platform depending on the application. A singular value decomposition can be employed to remove the redundancy of the CBFs, if necessary. Next, the corresponding characteristic basis function patterns are derived and used as basis functions in the pattern space to realize the desired radiation pattern. Rather than using a nonlinear optimization procedure to realize the desired pattern, the pattern design process is transformed into an eigenvalue problem - which is numerical considerably more efficient to solve - to find the best-fit solution that maximizes the energy radiated in the desired angular range, while minimizing the undesired radiation outside of this range.
机译:本文提出了一种控制位于复杂平台上的天线系统辐射方向图的新方法。所提出的技术借鉴了传统的特征基函数方法,并通过激励平台上的许多天线元件来开始特征基函数(CBF)的产生。为了考虑设计约束,仅将天线放置在允许的位置(通常由用户指定)。通过使用合适的全波求解器为分析中的复杂结构生成CBF。此外,天线元件不必相同,并且可以根据应用在平台上的不同位置使用不同类型的天线。如果需要,可以采用奇异值分解来消除CBF的冗余。接下来,导出对应的特征基函数图案并将其用作图案空间中的基函数,以实现期望的辐射图案。与其使用非线性优化程序来实现所需的图案,不如将图案设计过程转化为特征值问题(该特征值的求解效率更高),从而找到最合适的解决方案,以最大程度地在所需角度范围内辐射能量,同时将超出此范围的有害辐射降至最低。

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