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1)  antenna coincidence
天线重合
2)  reconfigurable antenna
可重构天线
1.
Based on the polarization reconfigurable antenna,a low complexity selection scheme is proposed.
本文提出一种基于极化可重构天线的天线选择方案,该方案具有紧凑的天线结构和低复杂度的选择算法,适合于小型移动终端使用;通过理论以及数值仿真实验,证明了该方案能明显提高系统性能。
2.
The switches of the reconfigurable antenna are regarded as loads,and the Sherman-Morrison-Woodbury equation is used to accelerate the calculation of the impedance matrix equation in MoM.
将可重构天线的开关作为加载来处理,并利用Sherman-Morrison-Woodbury公式加速矩量法中阻抗矩阵方程的求解。
3.
First of all, the dissertation presents some basic knowledge about the reconfigurable antennas, including the background, advantages, applications, the development sketch of this project in the worldwide and the main work of this dissertation.
绪论部分介绍了可重构天线的产生背景、优点及其应用,国内外研究概况以及本课题所做主要工作。
3)  configurable antenna
可重置天线
1.
Several developing photonics technologies of the antenna end in phased array radars are presented,including the microwave quasi-optical active array,the optical controlled configurable antenna and the future idea photonics antenna.
介绍了目前相控阵雷达系统天线前端正在发展的几种光子技术,即微波准光学有源阵列天线、光控可重置天线和未来理想的光子天线技术,分析了它们的工作原理和特点。
4)  reconfigurable antennas
可重构天线
1.
Recent research and developing trends of reconfigurable antennas;
可重构天线的研究现状与发展趋势
5)  antenna coupling
天线耦合
1.
In this paper, the models of antenna coupling via the method of moment are introduced first, and on the base of the feature of vehicular antennae configuration the model of a.
基于矩量法的车载天线耦合的数学模型,并在此基础上结合实际装车的特点提出了车载天线布局优化的目标函数,详细讨论了如何利用空间映射算法和遗传算法实现车载天线布局的优化配置,既兼顾精度和效率,又为实际工程提供了理论上的依据。
2.
Its configuration, antenna coupling and parameter design are outlined as well as a perspective of its application in etching and deposition and certain unsolved problems.
介绍了一种低气压、高密度等离子体源———螺旋波激发等离子体源(HWP),讲述了它的结构位形、天线耦合原理和参数设计原则,该离子源在实际中的应用以及目前研究状况。
6)  composite antenna
组合天线
1.
A new type of waveguide array composite antenna used for data transmission of remote sensing satellites;
用于遥感卫星数传的新型波导阵列组合天线
补充资料:套刻重合
分子式:
CAS号:

性质:晶片上每一点定义的矢量,这是基片几何图形的矢量位置和套刻图形(可以由光致抗蚀剂组成)相应点矢量位置之间的差称作。=

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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