2007Unpublished venueRequires access

A simplified predistortion linearization scheme for power amplifier with memory

Yeqing Qian, Fuqiang Liu, Yuhui Huang

Open publisher page 1 citations

Abstract

This paper presents a simplified predistortion linearization scheme for power amplifier modelled by Wiener model. According to characteristics of the Hammerstein model and the predistorter, two step simplifications are given to Hammerstein model and a simplified memory nonlinear predistorter (PD) model is achieved. And previously presented high-efficient predistortion structure based on polynomial is extended for the proposed PD model. The predistortion of PA with memory can be greatly simplified using the presented model and the extended predistortion structure. Simulation results demonstrated that the proposed scheme exhibits a fast convergence and good linearization performance.

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What this paper is about

This paper presents a simplified predistortion linearization scheme for power amplifier modelled by Wiener model. According to characteristics of the Hammerstein model and the predistorter, two step simplifications are given to Hammerstein model and a simplified memory nonlinear predistorter (PD) model is achieved. And previously presented high-efficient predistortion structure based on polynomial is extended for the proposed PD model. The predistortion of PA with memory can be greatly simplified using the presented model and the extended predistortion structure. Simulation results demonstrated that the proposed scheme exhibits a fast convergence and good linearization performance.

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Available abstract

This paper presents a simplified predistortion linearization scheme for power amplifier modelled by Wiener model. According to characteristics of the Hammerstein model and the predistorter, two step simplifications are given to Hammerstein model and a simplified memory nonlinear predistorter (PD) model is achieved. And previously presented high-efficient predistortion structure based on polynomial is extended for the proposed PD model. The predistortion of PA with memory can be greatly simplified using the presented model and the extended predistortion structure. Simulation results demonstrated that the proposed scheme exhibits a fast convergence and good linearization performance.

Key concepts: Predistortion, Linearization, Amplifier, Control theory (sociology), Convergence (economics), Computer science, Nonlinear system, Power (physics)

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