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引用次数: 0
摘要
在非均匀加载螺旋慢波结构(SWS)中,螺旋由矩形/圆形和/或任意形状的介质支撑几何形状支撑,整体被包裹在金属外壳中。在本文中,作者给出了GANGA (Ghosh's analysis with non-uniform GamaA for helix TWT)的理论结果,用于预测和控制在大范围结构参数下TWT中潜在的后向模振荡。研究发现,随着结构不均匀性的增加,后向相速度和后向阻抗随频率增大,而前向(基频)相速度和阻抗随频率减小。此外,金属包络层的位置、螺旋螺距角、螺旋带厚度等其他结构参数也控制着反向波的传播。然而,结构不均匀性的影响更为明显。
Effect of inhomogeneity on backward wave in a helix TWT
In the inhomogeneously loaded helical slow-wave structure (SWS), the helix is supported by rectangular/circular and/or arbitrary shaped dielectric support geometry and the whole is enclosed in a metal envelope. In this paper, the authors present theoretical results obtained from GANGA (Ghosh's analysis with non-uniform GamaA for helix TWTs), to predict and control the potential backward-mode oscillation in a TWT for a wide range of structure parameters. It has been found that with the increase in structure inhomogeneity, the backward phase velocity and backward impedance increases with frequency but forward (fundamental) phase velocity and impedance (fundamental) decreases. Also the other structure parameters, namely, position of the metal envelope, helix pitch angle, helix tape thickness, etc, control the backward wave propagation. However, the effect of structure inhomogeneity is more pronounced.