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Influence of permittivity and substrate thickness for miniaturization of artificial magnetic conductor

机译:介电常数和基板厚度对人造磁导体小型化的影响

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The influence of permittivity and substrate thickness at the resonance frequency of artificial magnetic conductor is investigated. It is known that various parameters such as geometry, dielectric substrate thickness, gap between patches, length and width of patch, size of unit cell, permittivity and permeability strongly affect the resonance frequency. In attempts to elucidate the miniaturization process, as reference, a square patch with a unit cell of size 10 mm × 10 mm has simulated and a resonance frequency of 5.75 GHz has obtained. The device has illuminated by a plane wave with polarization in the y direction. Simulations have been employed to appreciate the behaviour of resonance frequency in function of substrate thickness, and permittivity. The results are supported by finite element method (FEM), using the commercial software COMSOL Multiphysics. Our findings show that there is a decrease at the resonance frequency owing to increase both permittivity and substrate thickness, while an opposite effect has been noted when the gap size between consecutive metals patches is increased. This means that the effect of increasing the dielectric thickness is equivalent to increasing effective permittivity of the system. We believe that the responsible mechanism for this behaviour is the induced electric polarizability on top of metal surface. Therefore, this work suggests that an efficient way to reduce resonance frequency is to look for geometries that maximize net induced electric polarizability and an analysis of electric field distribution could be used in order to design novel structure.
机译:研究了介电常数和基片厚度对人造磁导体共振频率的影响。众所周知,各种参数,例如几何形状,介电基片厚度,贴片之间的间隙,贴片的长度和宽度,单位晶胞的尺寸,介电常数和磁导率都极大地影响共振频率。为了阐明小型化过程,作为参考,模拟了尺寸为10 mm×10 mm的晶胞的方形贴片,并获得了5.75 GHz的谐振频率。该设备已被平面波在y方向极化的光照射。已经采用模拟来了解谐振频率随衬底厚度和介电常数的变化。使用商业软件COMSOL Multiphysics,通过有限元方法(FEM)支持结果。我们的发现表明,由于介电常数和衬底厚度的增加,共振频率降低,而当连续的金属片之间的间隙尺寸增加时,会注意到相反的效果。这意味着增加介电层厚度的效果等同于增加系统的有效介电常数。我们认为,这种行为的负责机制是金属表面顶部的感应电极化率。因此,这项工作表明,降低谐振频率的一种有效方法是寻找使净感应电极化率最大化的几何形状,并且可以使用电场分布分析来设计新颖的结构。

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