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Prediction of odd-mode instabilities under output mismatch effects

机译:输出失配效应下的奇模不稳定性预测

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A methodology is presented to predict odd-mode instability in power amplifiers under output mismatch effects, as in the case of amplifiers connected to an antenna. This kind of instability is often observed in multi-device configurations, due to their symmetry properties. Unlike the single-ended situation, there is a cancellation of odd multiples of the oscillation frequency at the circuit output, so there is no impact of the load-impedance values at the sideband frequencies. The odd-mode instability only depends on the impedance terminations at the fundamental frequency and its harmonic terms, and can only be detected within the circuit unstable loop, instead of the antenna-connection terminals. The possible unstable modes are related with the eigenvectors of an outer tier conversion matrix accounting for the symmetry properties of the circuit topology. Under sufficient low-pass filtering of the amplifier output network, the analysis parameters can be limited to the magnitude and phase of the reflection coefficient at the fundamental frequency. This analysis involves a computationally efficient graphical technique to detect potential instabilities and a bifurcation-detection method to determine the instability boundaries in the Smith chart. The two main types of instability from periodic regime are considered, respectively associated with incommensurable and subharmonic oscillations. Results have been validated through pole-zero identification and experimental measurements.
机译:提出了一种方法来预测功率放大器在输出失配效应下的奇数模式不稳定性,就像放大器连接到天线一样。由于其对称性,经常在多设备配置中观察到这种不稳定性。与单端情况不同,电路输出处的振荡频率消除了奇数倍,因此在边带频率处没有负载阻抗值的影响。奇数模式的不稳定性仅取决于基频处的阻抗终端及其谐波项,并且只能在电路不稳定环路内而不是在天线连接端子上进行检测。考虑到电路拓扑的对称性,可能的不稳定模式与外部转换矩阵的特征向量有关。在对放大器输出网络进行足够的低通滤波后,分析参数可以限制为基本频率下反射系数的大小和相位。该分析涉及一种计算有效的图形技术,用于检测潜在的不稳定性;分叉检测方法,用于确定史密斯圆图中的不稳定性边界。考虑了周期性状态下的两种主要类型的不稳定性,分别与不可估量和次谐波振荡有关。通过零极点识别和实验测量验证了结果。

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