盘荷波导慢波结构可以看成由无数多个波导不连续性组成,每个波导不连续性可用一个T型网络描述,其参数能用变分方法得到,再根据无耗的四端微波网络理论,可以得到这种慢波结构的色散方程,因此本文得到了一种用于计算盘荷波导慢波结构色散特性的变分法。该变分法获得的色散特性结果与用场匹配法和HFSS模拟获得的结果符合得比较好。
Disk-loaded slow-wave waveguide structures are composed of many waveguide discontinuities. The waveguide discontinuity can be described by a symmetrical T network, whose parameters are calculated by variational methods. Then the dispersion equation of the slow-wave structure can be obtained using lossless microwave quadruple theory. Good agreement is observed between results of the variational method and those of field matching method and high-frequency structure simulator.