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Adaptive polynomials method for FBMC nonlinear power amplifier complex gain

机译:FBMC非线性功率放大器复合增益的自适应多项式方法。

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In this paper, an adaptive polynomials for nonlinear power amplifier complex gain of a filter bank multicarrier modulation (FBMC) is modelled. One of the main problems in FBMC systems is the high peak-to-average power ratio (PAPR) of transmitting signals which leads to a significant distortion when passed through a nonlinear device such as a high power amplifier (HPA) of transmitter. Therefore, analytical expression of HPA characteristic based on an orthogonal polynomial method is investigated. From the simulation result, the HPA modelling error of the orthogonal polynomial method is better than that of the conventional polynomial method at a high input value. As a result, a combination of the orthogonal polynomial method and the conventional polynomial method, called the adaptive polynomial method, is proposed. With this method, the orthogonal polynomial method is applied for a high input value and adopts the conventional polynomial method for a low input value. A comparison with the simulation results is carried out to verify the accuracy of this method.
机译:本文对滤波器组多载波调制(FBMC)的非线性功率放大器复增益的自适应多项式进行了建模。 FBMC系统中的主要问题之一是发射信号的峰均功率比(PAPR)高,当通过非线性器件(例如发射器的高功率放大器(HPA))时,会导致严重的失真。因此,研究了基于正交多项式方法的HPA特性的解析表达式。根据仿真结果,在高输入值的情况下,正交多项式方法的HPA建模误差要优于传统多项式方法的HPA建模误差。结果,提出了正交多项式方法和常规多项式方法(称为自适应多项式方法)的组合。对于这种方法,正交多项式方法适用于高输入值,而采用传统的多项式方法适用于低输入值。与仿真结果进行了比较,以验证该方法的准确性。

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