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A Different Perspective on Taper Efficiency for Array Antennas

机译:阵列天线锥度效率的不同观点

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The derivation of the standard formula for antenna array taper efficiency proceeds from the definition of antenna directivity given the assumption that the array elements are spaced a multiple of half wavelengths apart. In this paper, we derive a more physically intuitive definition of the taper efficiency of an array by starting from the Communication Link Range equation. We do not require any assumption regarding element spacing. We find that the taper efficiency is equal to the ratio of beamformer signal gain to noise gain divided by the ratio of the same gains when the beamformer is uniformly weighted, where gain includes the contributions from all active and passive components within the beamformer. This definition is edifying, since an array's amplitude weighting and directivity are manifested primarily within the beamformer. We show that our formula reduces to the standard formula for three examples.
机译:假设阵列元件之间的间隔是半个波长的倍数,则天线阵列锥度效率标准公式的推导是从天线方向性的定义开始的。在本文中,我们从通信链路范围方程开始,得出了阵列锥度效率的更直观的物理定义。我们不需要关于元素间距的任何假设。我们发现,锥度效率等于波束成形器信号增益与噪声增益之比除以波束成形器均匀加权时相同增益之比,其中增益包括波束成形器内所有有源和无源分量的贡献。这个定义很有道理,因为阵列的幅度加权和方向性主要体现在波束形成器内。我们显示了三个示例,我们的公式都简化为标准公式。

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