Performance Evaluation on Radiation Characteristics of Kaiser-Based Linear Antenna Array

Hartuti Mistialustina, Budi Syihabuddin, Chairunnisa, A. Munir
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Abstract

The effect of amplitude or phase weighting of excited signal on a feeding network of antenna array will impact on the array radiation characteristics. This paper discusses performance evaluation on radiation characteristics of a Kaiser-based linear antenna array with small even variations of elements number $(N)$, namely $1 \times 4,\ 1\times 6$, and $1 \times 8$. The use of Kaiser function in weighting method will give significant sidelobe level (SLL) suppression and offer a flexibility by changing the value of $\beta$ parameters. Moreover, the increase of $N$ also affects the diminishment of width of main lobe (WML) value and provides almost constant front to back ratio (FBR) value. In $1\times 4$ Kaiser-based linear antenna array, the radiation characteristics show the non-appearance of sidelobe, so the SLL suppression value is undetermined, whereas the WML and FBR values are 30° and 13.32 dB, respectively. The performance of a $1 \times 6$ Kaiser-based linear antenna array has the SLL suppression from -34.35 dB up to -33.73 dB, WML of 25°, and FBR of 13.36 dB. Meanwhile, the radiation characteristics of $1\times 8$ Kaiser-based linear antenna array provide the SLL suppression from -34.26 dB up to -33.87 dB, WML of 17°, and FBR of 13.36 dB. Furthermore, the gain achievements show the enhancement for the bigger number of $N$, namely 8.43 dB for $1 \times 4$, 9.13 dB for $1 \times 6$, and 11.07 dB for $1\times 8$.
基于kaiser的线性天线阵列辐射特性的性能评估
激励信号的幅值或相位加权对天线馈电网络的影响将影响天线阵列的辐射特性。本文讨论了元数$(N)$ (1\ × 4 $、$1 \ × 6$和$1 \ × 8$)的小偶数变化的kaiser线性天线阵列的辐射特性的性能评价。在加权法中使用Kaiser函数可以显著抑制旁瓣电平(SLL),并通过改变$\beta$参数的值提供灵活性。此外,$N$的增加还会影响主瓣宽度(WML)值的减小,并提供几乎恒定的前后比(FBR)值。在1\ × 4$ kaiser线性天线阵中,由于天线的辐射特性不存在旁瓣,因此SLL抑制值不确定,而WML和FBR值分别为30°和13.32 dB。1 \ × 6$ kaiser线性天线阵列的SLL抑制范围为-34.35 dB ~ -33.73 dB, WML为25°,FBR为13.36 dB。同时,基于1\ × 8$ kaiser的线性天线阵列的辐射特性提供了-34.26 ~ -33.87 dB的SLL抑制,WML为17°,FBR为13.36 dB。此外,增益结果表明,当N$的数目较大时,增益增强为$1\乘以4$ 8.43 dB, $1\乘以6$ 9.13 dB, $1\乘以8$ 11.07 dB。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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