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Steps Approximate Analysis and Design Charts of Raised Cosine Impedance Tapered Microstrip Lines by Waveguide Model

机译:波导模型提高余弦阻抗锥形微带线的步骤近似分析和设计图

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In the previous paper(1), the linear and the raised cosine tapered microstrip lines were analyzed by the waveguide model. The taper part was approximating like stairs and scattering coefficients of each step were combined by using a generalizing scattering method (2). The best shape of the taper was examined by using the characteristic chart. Moreover, it was shown that the calculation data by this analytical method are suitable for the experimental data well for the linear tapers in Ref. (3). In this paper, the reflection coefficients of the taper whose characteristic impedance changes by the taper whse characteristic impedance changes by raised cosine function are analyzed (4). The actural width of the line is obtained from the characteristic impedance. Then, the taper is analyzed by approximating inthe stairs and using the waveguide model as Ref (1). The charcteristic chart that shows the return loss is made to obtain the best shape that the reflection coefficient in the utilization band becomes small(1),(4). In addition, another characteristic charts are defined to find the n and the taper length L that the reflection coefficients at the specific frequency become minimum.
机译:在先前的论文(1)中,通过波导模型分析了线性和凸起的余弦锥形微带线。锥度部分近似于阶梯,并且通过使用广义散射方法(2)合并每个步骤的散射系数。锥度的最佳形状通过使用特性图进行检查。此外,结果表明,该分析方法的计算数据非常适合Ref。中线性锥度的实验数据。 (3)。本文分析了锥度的特征系数随锥度增加而改变的锥度的反射系数(4)。线的实际宽度从特征阻抗获得。然后,通过在阶梯处近似并使用波导模型作为参考(1)来分析锥度。使显示回波损耗的曲线图获得最佳形状,以使利用频带中的反射系数变小(1),(4)。另外,定义另一特性图以找到使特定频率下的反射系数最小的n和锥度L。

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