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Dominating Radiation Intensity of Linear Array Antenna

机译:主导线性阵列天线的辐射强度

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摘要

A traditional mathematical steps were applied in order to eliminate the effect of diffraction in Fresnel region and side lobes of array antenna in Fraunhofer region. Steps that taken here produce a procedure of dominating for the purpose of clamping the form of radiation pattern even that the frequency of operation, dimension, number of element, and region of excitation may be varied, where today and in past tapering are used for the purpose of beam forming, but the radiation pattern must be chosen from the standard forms of pattern in far field by synthesizing mean, while this procedure of dominating is based on curve fitting tools mainly. That mean state equations of array elements are weighted and equalize to state equation of radiation pattern. Currently fitting is done by imposing a natural pattern ${e^{ - a{heta ^2}}}$ for the array antenna and dominating it around the array antenna for a one wavelength arc, where at any way dominating can be done arbitrary. Factor {a} is used to scaling Half Power Beam Width for this kind of pattern. All these things are done by using only 3-elements. The elimination is done by providing an excitation function for the limited number of array elements and tested by estimating field intensity according to antenna theory.
机译:应用了传统的数学步骤,以消除Fraunhofer区阵列天线在菲涅耳区域和阵列天线的侧瓣中的效果。这里所拍摄的步骤产生甚至可以改变操作的频率,尺寸,元件数量和激励的区域和区域的频率,在今天和过去的逐渐变锥形的情况下夹紧辐射模式的目的的过程梁成形的目的,但是通过合成平均值,必须从远场中的标准形式的图案中选择辐射图案,而这种主导的过程主要是基于曲线配合工具。阵列元素的平均状态方程被加权并均衡到辐射模式的状态方程。目前拟合是通过对阵天线的自然模式$ {e ^ { - a { theta ^ 2}} $来完成的,并在阵列天线围绕一个波长弧,以任何方式都可以完成随意的。因子{a}用于缩放这种模式的半功率波束宽度。所有这些事情都是通过仅使用3个元素完成的。通过为有限数量的阵列元件提供激励功能并通过根据天线理论估计场强进行测试来完成消除。

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