标题: 时域有限差分法在同轴型天线阵列设计和分析应用
Coaxial Dipole Array Antenna design and analysis using FDTD
作者: 曾智雄
Chih-Hdiung Tseng
吴霖□
Dr. Lin-Kun Wu
电信工程研究所
关键字: 时域有限差分法;同轴型天线阵列;FDTD;finite difference time domain;dipole array antenna
公开日期: 1999
摘要: 本文以时域--有限差分法(FDTD)来做天线的分析,基于考虑电脑资源上的限制,我们仅研究对称性结构,我们所分析的第一个结构为monopole antenna,并探讨电磁波在空气中的传播以及散射的产生情形,和天线罩对于天线特性的影响,所获得结论为:(1)电磁波的散射是发生在不连续点处,由于电荷受到减/加速度作用会造成入射波能量一部分以球面波(以该不连续点为圆心)的方式辐射出去。(2)当天线的外围覆盖天线罩时将使得天线的共振频率往低频偏移,所以设计天线时必须考虑到天线罩的影响而将共振频率设计的比实际使用的频率稍微高一些。
我们还分析可做为行动通讯基地台的天线的Coupled Coaxial Dipole array antenna的阻抗匹配性能,并跟现有的文献作一比较。基于结构切割上的限制,我们所分析的结构尺寸与文献所用尺寸稍有不同。因此,分析所得 的频谱变
化趋势虽与文献资料大致吻合,但的 绝对准位则有些差异。
We used finite-difference time-domain (FDTD) method to analyze linear wire antenna and antenna array. In traditional analysis, the dispersion relations of the effective dielectric constant and the characteristic impedance usually exhibit oscillatory behavior, the main cause is due to imperfect absorbing boundary condition. We used the equivalent circuit approach method to minimize oscillation.
First, we analyzed monopole antenna and study about propagating and scattering of the electromagnetic wave. In addition, the effects of radome used to protect or to enhance structure strength of the antenna were examined. The following observations are found: (1) The scattering wave is produced at spatial discontinuity. When incident wave travels to discontinuity, the electron will change its velocity, and radiate part of its energy in the form of a spherical wave, this wave front is centered on the discontinuity. (2) Radome causes the resonance frequency of the antenna to be shifted toward lower frequency. Therefore, to design an antenna with radome, its resonance frequency must be made slightly higher than practically used by reason of radome’s effect.
We also analyzed coupled coaxial dipole array antenna, it can be used on mobile communication’s base station, and compared simulated results with published results. Because of the limit action in structural segmentation, our antenna size is slightly different from that of Hiroaki
et al. [2]. For this reason, the frequency spectrum of return loss is only roughly matched with their result.
URI: http://140.113.39.130/cdrfb3/record/nctu/#NT880435074
http://hdl.handle.net/11536/65911
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