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Characteristic Equation and Properties of Electron Waves in Periodic Structures

机译:周期结构中电子波的特征方程和性质

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摘要

The finite-difference theory of excitation of periodic waveguides is used to derive the characteristic equation for electron waves formed during interaction of an electron beam with forward and counter-propagating electromagnetic waves of periodic waveguides (slow-wave structures). The derived characteristic equation describes interaction of electrons and waves in passbands and stopbands of periodic waveguides and contains known solutions for "smooth" slow-wave structures and resonator slow-wave structures near cutoff frequencies as particular cases. Several analytical solutions allowing comparison of amplification and propagation properties of electron waves inside and at the edges of passbands and stopbands of periodic waveguides are found.
机译:周期性波导激励的有限差分理论用于推导在电子束与周期性波导(慢波结构)的正向和反向传播电磁波相互作用期间形成的电子波的特征方程。导出的特征方程式描述了周期性波导的通带和阻带中电子和波的相互作用,并包含针对特定情况下接近截止频率的“平滑”慢波结构和谐振器慢波结构的已知解决方案。找到了几种分析方法,可以比较周期性波导的通带和阻带内部以及边缘的电子波的放大和传播特性。

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    V. A. Solntsev;

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    Moscow Institute of Electronics and Mathematics, National Research University ' Higher School of Economics' (MIEM NRU HSE), B. Trekhsvyatitel'skiiper. 3, Moscow, 109028 Russia;

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