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Comparative Analysis of Single-Box and Two-Box RF Power Amplifiers’ Behavioral Models Sensitivity to Delay Misliagnment

机译:单盒和两盒射频功率放大器的行为模型对延迟误码敏感性的比较分析

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This paper examines the sensitivity of power amplifiers behavioral models to time-delay misalignment. Memory polynomial and twin-nonlinear two-box models are derived, from measured data, to model the behavior of a GaN based Doherty power amplifier under various time misalignment conditions. The results show that the memory polynomial model is much less sensitive to delay misalignment than twin-nonlinear two-box models. In particular, the memory polynomial model accuracy is not altered by a delay underestimation up to one sample, and is only degraded when the delay is overestimated. Conversely, twin-nonlinear two-box models performances are degraded whether the delay is underestimated or overestimated. Hence, the identification of twin-nonlinear two-box models unavoidably requires accurate delay alignment with a sub-sample resolution while the memory polynomial model can be derived from low complexity coarse delay alignment. Thus, in comparison with the two-box models, the complexity of the memory polynomial model identification can be offset by the use of low-complexity coarse time-delay alignment algorithms.
机译:本文研究了功率放大器行为模型对延时未对准的敏感性。从测量数据中得出存储多项式和双非线性两盒模型,以对基于GaN的Doherty功率放大器在各种时间未对准条件下的行为进行建模。结果表明,记忆多项式模型对延迟未对准的敏感性比双非线性两盒模型低得多。尤其是,记忆多项式模型的精度不会因延迟低估(直到一个样本)而改变,而只会在延迟被高估时才降低。相反,无论延迟被低估还是被高估,双非线性两箱模型的性能都会下降。因此,对双非线性两盒模型的识别不可避免地需要具有子样本分辨率的精确延迟对准,而存储多项式模型可以从低复杂度的粗延迟对准中得出。因此,与两盒模型相比,可以通过使用低复杂度的粗略时间延迟对齐算法来抵消内存多项式模型识别的复杂性。

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