基于稳定生成模式的级联匹配混合四极参数综合算法

A. Golovkov, V. Golovkov
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引用次数: 2

摘要

简介:通过对知名文献的分析表明,使用各种类型的四极器件(无功、阻、复)可以增加固定发电模式的物理可行性。工作目的:通过优化匹配混合四极的参数,增加固定发电方式的物理可行性面积。这种四极器件的一部分仅由电阻元件组成,另一部分仅由无功元件组成。材料与方法:四极理论、矩阵代数、分解法、微波控制器件合成法、阻抗稳定性判据。结果:得到了匹配混合四极器件的数学模型,其传输矩阵的元素与两极器件电阻对频率的依赖关系,根据保证平稳发电模式的准则进行优化。结论:在MathCad系统中通过数学建模得到的理论结果(放大模式下的频率响应和自动发电机的频率响应)与在OrCad(放大模式下)和MicroCap(产生模式下)系统中通过电路建模得到的实验结果进行了对比分析,结果显示出令人满意的一致性。放大模式下的频率响应和频率响应与产生模式下产生的振荡的幅值和相位谱相似。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Algorithm for parametric synthesis of cascade-connected matching mixed quadripoles according to the criterion of ensuring stationary generation mode
Introduction: the analysis of the well-known literature shows that the use of various types of four-pole devices (reactive, resistive, complex) allows to increase the area of physical feasibility of the stationary generation mode. The purpose of the work: increasing the area of physical feasibility of the stationary mode of generation by optimizing the parameters of the matching mixed four-poles. One part of such four-pole devices consists only of resistive elements, and the second part consists only of reactive elements. Materials and methods: four-pole theory, matrix algebra, decomposition method, method of synthesis of microwave control devices, immitance stability criterion. Results: mathematical models of matching mixed four-pole devices are obtained in the form of relationships between the elements of their transmission matrix and the dependencies of the resistances of their two-pole devices on the frequency, optimal according to the criterion of ensuring a stationary generation mode. Conclusion: a comparative analysis of the theoretical results (frequency response and frequency response of the autogenerator in the amplification mode) obtained by mathematical modeling in the MathCad system, and the experimental results obtained by circuit modeling in the OrCad (in the amplification mode) and MicroCap (in the generation mode) systems shows their satisfactory coincidence. The frequency response and frequency response in the amplification mode are similar to the amplitude and phase spectra of the generated oscillations in the generation mode.
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