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首页> 外文期刊>IEEE Transactions on Microwave Theory and Techniques >Resonant frequency of uncovered and covered rectangular microstrip patch using modified Wolff model
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Resonant frequency of uncovered and covered rectangular microstrip patch using modified Wolff model

机译:使用改进的Wolff模型发现和覆盖矩形微带贴片的共振频率

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A new model, called the modified Wolff model (MWM), is proposed to calculate the resonant frequency of a rectangular open microstrip patch, a patch with a dielectric superstrate and a patch inside a shielded enclosure. The model has also been applied to calculate resonant frequencies of higher-order modes. The dependence of resonant frequency on the various parameters and its accuracy are discussed using the MWM. Results obtained from MWM follow very closely the results from various forms of full-wave analysis, and in almost all cases they are within 0.5% of published experimental results for the fundamental mode and within 1.7% for higher-order modes. The method is computationally fast and efficient even on a desktop computer. The method could be used for other patches like circular, hexagonal and equilateral triangle.
机译:提出了一种新的模型,称为改进的Wolff模型(MWM),用于计算矩形开放微带贴片,具有介电覆层的贴片和屏蔽罩内部的贴片的谐振频率。该模型也已用于计算高阶模的谐振频率。使用MWM讨论了谐振频率对各种参数的依赖性及其精度。从MWM获得的结果非常接近各种形式的全波分析的结果,并且在几乎所有情况下,对于基本模式,它们都在已发表实验结果的0.5%之内,对于高阶模式,它们在1.7%之内。即使在台式计算机上,该方法在计算上也是快速有效的。该方法可用于其他补丁,例如圆形,六边形和等边三角形。

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