杂化TWTO及复介电常数放大器的理论研究

A. Funtov
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引用次数: 0

摘要

本文的目的是建立行波管与复介电常数放大器混合的非线性理论。方法。考虑以下模型:离子补偿的一维电子束穿过输入行波管截面,然后飞进复介电常数介质,然后进入输出行波管截面。建立了这种混合的线性理论,并将其结果与行波管线性理论的结果进行了比较。用改进的波法建立了这种混合结构的非线性理论,并与经典的Ovcharov-Solntsev波法得到的非线性行波管理论进行了比较。此外,为了检验所得结果的适用性,利用大颗粒法建立了一个平稳非线性混合理论。并将该理论的结果与用大粒子法构造的平稳非线性行波管理论进行了比较。结果与结论。根据已有理论的结果,表明在一定的参数下,线性理论和非线性理论(修正的Ovcharov-Solntsev波法和大粒子法)都可以得到经典行波管和所研究的杂化管的可比结果。结果表明,在一定的参数下,由于电阻的不稳定性,电子的聚束可以得到明显的改善,从而使得杂化管的增益可以超过具有相同参数和相同器件总长度的经典行波管在线性工作模式下的增益。在非线性工作模式下,在最优环境参数下,指定的混合型管的输出功率和效率显著高于空间电荷参数和皮尔斯参数相同的行波管。
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About theory of hybride TWTO and an amplifire with a complex permittivity
The purpose of this work is to construct a nonlinear theory of a hybrid between travelling wave tube (TWT) and an amplifier with a complex permittivity. Methods. The following model is considered: an ion-compensated one-dimensional electron beam penetrates the input travelling wave tube section, then flies into a medium with a complex permittivity, and then enters the output travelling wave tube section. A linear theory of this hybrid is constructed, and its results are compared with the results of the well-known linear theory of travelling wave tube. A nonlinear theory of this hybrid was constructed by a modified wave method, and the results were compared with the nonlinear travelling wave tube theory obtained by the classical Ovcharov–Solntsev’s wave method. In addition, to test the limits of applicability of the obtained results, a stationary nonlinear theory of the hybrid was constructed, obtained using the large particle method. The results of this theory were also compared with the stationary nonlinear travelling wave tube theory constructed using the large particle method. Results and conclusion. Based on the results of the developed theories, it is shown that, under certain parameters, the linear theory and nonlinear theories (both by the modified Ovcharov–Solntsev’s wave method and by the large particle method) make it possible to obtain comparable results both in the case of a classical travelling wave tube and for the hybrid under study. It is shown that under certain parameters, due to the resistive instability, the bunching of electrons can be noticeably improved and, as a result, the gain of the hybrid can exceed the gain in a classical travelling wave tube with the same parameters and the same total length of the device in the linear mode of operation. In the nonlinear mode of operation, the specified hybrid, with optimal environmental parameters, can have significantly higher values of output power and efficiency than travelling wave tube with the same value of the space charge parameter and the Pierce parameter.
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来源期刊
CiteScore
1.20
自引率
25.00%
发文量
47
期刊介绍: Scientific and technical journal Izvestiya VUZ. Applied Nonlinear Dynamics is an original interdisciplinary publication of wide focus. The journal is included in the List of periodic scientific and technical publications of the Russian Federation, recommended for doctoral thesis publications of State Commission for Academic Degrees and Titles at the Ministry of Education and Science of the Russian Federation, indexed by Scopus, RSCI. The journal is published in Russian (English articles are also acceptable, with the possibility of publishing selected articles in other languages by agreement with the editors), the articles data as well as abstracts, keywords and references are consistently translated into English. First and foremost the journal publishes original research in the following areas: -Nonlinear Waves. Solitons. Autowaves. Self-Organization. -Bifurcation in Dynamical Systems. Deterministic Chaos. Quantum Chaos. -Applied Problems of Nonlinear Oscillation and Wave Theory. -Modeling of Global Processes. Nonlinear Dynamics and Humanities. -Innovations in Applied Physics. -Nonlinear Dynamics and Neuroscience. All articles are consistently sent for independent, anonymous peer review by leading experts in the relevant fields, the decision to publish is made by the Editorial Board and is based on the review. In complicated and disputable cases it is possible to review the manuscript twice or three times. The journal publishes review papers, educational papers, related to the history of science and technology articles in the following sections: -Reviews of Actual Problems of Nonlinear Dynamics. -Science for Education. Methodical Papers. -History of Nonlinear Dynamics. Personalia.
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80 years of Vladislav A. Tsarev 70 years of Sergey V. Gonchenko 40 years of Ilya V. Sysoev To the 85th anniversary of Dmitry Ivanovich Trubetskov On the anniversary of Sergei A. Kashchenko
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