调制信号驱动非线性电路的稳定性分析

A. Suárez, F. Ramírez, I. Lizarraga, J. Collantes
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引用次数: 11

摘要

非线性微波电路通常采用谐波平衡法进行模拟,而谐波平衡法对解的稳定性不敏感。因此,该方法必须与稳定性分析技术相辅相成,以检查溶液的物理存在性。现有的技术假设一个周期性的激励,通常由一个单音组成。然而,实际电路如功率放大器一般是由调制信号或多输入音调驱动。本文提出了调制信号存在下非线性电路稳定性分析的一种方法。这种方法是基于与系统的输入输出表示相关联的时变极点的确定。在调制信号存在的情况下,这种表示是通过线性化包络暂态系统得到的,该系统控制着调制稳态解的电路行为。该公式和方法已应用于实际的3ghz功率组合放大器,与独立仿真和实验结果进行了比较,取得了很好的效果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stability analysis of nonlinear circuits driven with modulated signals
Nonlinear microwave circuits are usually simulated with the harmonic-balance method, which is insensitive to the stability properties of the solution obtained. Therefore, this method must be complemented with stability-analysis techniques, in order to check the physical existence of the solution. Existing techniques assume a periodic excitation, usually consisting of a single tone. However, practical circuits such as power amplifiers are generally be driven by modulated signals or multiple input tones. This paper presents a methodology for the stability analysis of nonlinear circuits in the presence of modulation signals. This methodology is based on the determination of the time-varying poles associated to an input-output representation of the system. In the presence of modulated signals, this representation is obtained by linearizing the envelope-transient system that rules the circuit behavior about the modulated steady-state solution. The formulation and methodology have been applied to a practical power-combined amplifier at 3 GHz, with very good results in the comparison with independent simulations and experimental results.
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