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A Novel Reduced Order RLS Predistortion

机译:一种新颖的降阶RLS预失真

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摘要

In this paper, a new structure of predistorter, which composed of a rational function and polynomial function, is presented for solving the nonlinear distortion of power amplifier. Amplitude predistorter is implemented by rational function and Phase predistorter polynomial function. First, The rational function is transformed into polynomial function structure. Thus, the basic idea of the reduced order RLS based polynomial predistortion algorithm is used, system structure is same to original, only the algorithm of adaptation process is modified to approximate the target function with two simpler functions. A complex function is decomposed into two simpler functions so that we can compute the RLS algorithm with much less complexity. Using reduced order RLS algorithm, The proposed structure of predistorter show superior performance compared to the conventional RLS rational function predistortion with the same computational complexity or with the same number of coefficient.
机译:为了解决功率放大器的非线性失真,提出了一种由有理函数和多项式函数组成的预失真器新结构。幅度预失真器由有理函数和相位预失真器多项式函数实现。首先,将有理函数转换为多项式函数结构。因此,使用了基于降阶RLS的多项式预失真算法的基本思想,系统结构与原始算法相同,仅修改了自适应过程算法以用两个简单函数逼近目标函数。一个复杂的函数被分解为两个更简单的函数,因此我们可以以更少的复杂性来计算RLS算法。与传统的RLS有理函数预失真相比,在相同的计算复杂度或相同的系数数量下,使用降阶RLS算法,所提出的预失真器结构具有更好的性能。

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