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Full-wave analysis of the high frequency characteristics of the sine waveguide slow-wave structure

机译:正弦波导管慢波结构高频特性的全波分析

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摘要

A theoretical model for calculation of the high frequency characteristics of the sine waveguide slow-wave structure (SWS) is proposed. The formulas of dispersion and interaction impedances of the hybrid modes are obtained by combining the Helmholtz equation with the appropriate boundary conditions. Using the full wave analysis method, it is proved that the periodic structures with a half-period shift followed leads to a pairwise closing of passbands characteristic of adjacent mode. The sine waveguide SWS for 0.22THz traveling wave tube (TWT) is chosen as an illustrative example to verify the validity of the theoretical model, and the calculation results of the dispersion curve and interaction impedance curve are consistent with the HFSS simulation results. In addition, the influences of dimensions of sine waveguide on the high frequency characteristics of +1st spatial harmonic wave are investigated by numerical calculation. The study indicates that the appropriate SWS parameters are helpful for improving the bandwidth and increasing output power of TWT.
机译:提出了计算正弦波导慢波结构高频特性的理论模型。通过将Helmholtz方程与适当的边界条件结合起来,可以得到混合模式的色散和相互作用阻抗的公式。使用全波分析方法,证明了具有半周期位移的周期性结构导致相邻模式的通带成对闭合。以0.22THz行波管(TWT)的正弦波波导SWS为例,验证了理论模型的有效性,色散曲线和相互作用阻抗曲线的计算结果与HFSS仿真结果吻合。另外,通过数值计算研究了正弦波导管的尺寸对+1 st 空间谐波高频特性的影响。研究表明,适当的SWS参数有助于改善TWT的带宽和增加输出功率。

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