Alrashdan Mohd H S
Department of Electrical Engineering, College of Engineering Al-Hussein Bin Talal, University, Ma'an 71111, Jordan.
MethodsX. 2024 Nov 28;13:103074. doi: 10.1016/j.mex.2024.103074. eCollection 2024 Dec.
Coplanar waveguide (CPW) transmission lines are valued for their planar design, low radiation, and minimized signal loss, but controlling their characteristic impedance remains a challenge. This study employs the Taguchi method, a statistical approach, to optimize the characteristic impedance by adjusting eight control factors: track width, track thickness, gap width, dielectric height, backplane thickness, conductor material conductivity, dielectric conductivity, and operational frequency. The analysis evaluates these factors across three levels to find optimal conditions, with dielectric height and track width identified as most influential. Additional assessments using main effect screening, Analysis of Variance (ANOVA), and multivariable linear regression validate the Taguchi method's effectiveness. The results of this effort encompass a distributed resistance of 133.69 Ω/m, a distributed inductance of 2.6676EH/m, a shunt conductance of 2.8880E S/m, a capacitance of 7.4103E F/m, a propagation constant of (1.1141 + 279.36i) m, and a characteristic impedance of (59.999 - 0.23928i) Ω. A CPW transmission line with a characteristic impedance of 60 Ω was successfully designed and simulated using COMSOL Multiphysics, showing promising results for efficient CPW designs tailored to specific applications. The paper describes•Applied the Taguchi method to assess control factors that affect the Characteristic Impedances of the coplanar waveguide Transmission Lines.•Conducted additional validations with ANOVA and regression analysis.•Simulated designs based on optimized parameters using COMSOL Multiphysics.
共面波导(CPW)传输线因其平面设计、低辐射和最小化的信号损耗而受到重视,但控制其特性阻抗仍然是一个挑战。本研究采用田口方法(一种统计方法),通过调整八个控制因素来优化特性阻抗:走线宽度、走线厚度、间隙宽度、介质高度、背板厚度、导体材料电导率、介质电导率和工作频率。分析在三个水平上评估这些因素以找到最佳条件,其中介质高度和走线宽度被确定为最具影响力的因素。使用主效应筛选、方差分析(ANOVA)和多变量线性回归进行的额外评估验证了田口方法的有效性。这项工作的结果包括分布电阻为133.69Ω/m、分布电感为2.6676EH/m、并联电导为2.8880E S/m、电容为7.4103E F/m、传播常数为(1.1141 + 279.36i) m以及特性阻抗为(59.999 - 0.23928i)Ω。使用COMSOL Multiphysics成功设计并模拟了特性阻抗为60Ω的CPW传输线,显示出针对特定应用量身定制高效CPW设计的有前景的结果。本文描述了•应用田口方法评估影响共面波导传输线特性阻抗的控制因素。•通过方差分析和回归分析进行额外验证。•使用COMSOL Multiphysics基于优化参数模拟设计。