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慢波线的特性受介质加载形状的影响。它的相速和阻抗是轩状线的每根杆(或螺旋线每圈螺旋)与地之间相对介质加载和杆与杆之间(或螺旋线圈与圈之间)介质加载的函数。业已找到了慢波线每节相移为零和π的静态场解。相移在零到π之间的解由这两个解的线性组合得到。为了对各种不同的慢波线求解,引进了适当的边界条件。本文介绍了曲折线,组合螺旋线和 T 型螺旋线等慢波结构的理论计算和实验结果。
The characteristics of the slow wave line are affected by the shape of the media loaded. Its phase velocity and impedance are a function of the relative medium loading and the medium loading between the rod and rod (or between the helical coil and the ring) between each rod (or helix per spiral) of the Xuan line and ground. We have found a static field solution in which the phase shift of the slow-wave line is zero and π. The solution of the phase shift between zero and π is given by the linear combination of these two solutions. In order to solve a variety of slow-wave lines, the appropriate boundary conditions have been introduced. This paper introduces the theoretical calculation and experimental results of the slow wave structure such as meander line, combination helix and T helix.