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CN105631098B - A Generalized Memory Effect Hatchback Nonlinear Model of a Broadband RF Power Amplifier - Google Patents

A Generalized Memory Effect Hatchback Nonlinear Model of a Broadband RF Power Amplifier Download PDF

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CN105631098B
CN105631098B CN201510973208.6A CN201510973208A CN105631098B CN 105631098 B CN105631098 B CN 105631098B CN 201510973208 A CN201510973208 A CN 201510973208A CN 105631098 B CN105631098 B CN 105631098B
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power amplifier
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CN105631098A (en
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张新刚
惠明
张萌
李宝磊
海涛
练敏
黄荣杰
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Nanyang Normal University
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Abstract

The invention discloses a kind of General Memory effect wing-rooms on either side of a one-story house nonlinear models of wide band RF power amplifier, including the memoryless multinomial processing unit of static non linear, General Memory nonlinear processing unit and adder, the input terminal of the memoryless multinomial processing unit of static non linear and the input terminal of General Memory nonlinear processing unit are respectively connected to signal x (n+M), by the input terminal of wide band RF power amplifier current sample time sampled signal be x (n), x (n+M) be wide band RF power amplifier input terminal current sample time the following m-th sampling instant sampled signal, M=1, 2, 3, ...;The output signal y of the memoryless multinomial processing unit of static non linear1(n) and the output signal y of General Memory nonlinear processing unit2It (n) is two addends of the adder, output signal y (n)=y of adder1(n)+y2(n);Advantage is that the easy training of model coefficient obtains, and modeling accuracy is higher.

Description

一种宽带射频功放的广义记忆效应两厢非线性模型A Generalized Memory Effect Hatchback Nonlinear Model of a Broadband RF Power Amplifier

技术领域technical field

本发明涉及一种宽带射频功放的非线性模型,尤其是涉及一种宽带射频功放的广义记忆效应两厢非线性模型。The invention relates to a nonlinear model of a broadband radio frequency power amplifier, in particular to a generalized memory effect hatchback nonlinear model of the broadband radio frequency power amplifier.

背景技术Background technique

宽带射频功放的强静态非线性和记忆效应的非线性建模已有较多的相关研究,但是这些无论是记忆多项式非线性模型,传统广义记忆多项式非线性模型还是改进型广义分数阶记忆多项式非线性模型都存在阶次越高,系数发散特性越厉害,数值稳定性越差等问题,同时随着多项式阶次的升高,系数数量大幅增加,训练难度加大。There have been many related studies on the nonlinear modeling of strong static nonlinearity and memory effect of broadband RF power amplifiers, but these are not only memory polynomial nonlinear models, traditional generalized memory polynomial nonlinear models, or improved generalized fractional-order memory polynomial models. Linear models all have problems such as the higher the order, the more severe the coefficient divergence, and the worse the numerical stability. At the same time, with the increase of the polynomial order, the number of coefficients increases greatly, and the training difficulty increases.

目前主要使用的三种非线性模型为,式(1)所示的传统广义记忆效应多项式模型、图1所示的改进型Hammerstein非线性模型和图2所示的串行双非线性两厢非线性模型。The three main nonlinear models currently used are the traditional generalized memory effect polynomial model shown in Eq. (1), the improved Hammerstein nonlinear model shown in Fig. 1, and the serial dual nonlinear hatchback nonlinear model shown in Fig. 2 Model.

传统广义记忆效应多项式模型具有较高的建模精度,但存在模型复杂,系数数量多,训练复杂等问题。而改进型Hammerstein非线性模型由于记忆效应部分仅仅只有0和1阶,阶数较少,且不考虑超前记忆效应,故改进型Hammerstein建模精度不高;串行双非线性两厢非线性模型相对于改进型Hammerstein非线性模型阶数较多,但其同样不考虑超前记忆效应,其建模精度虽然相对于改进型Hammerstein非线性模型稍有提高,但是仍不高,并且串行双非线性两厢模型在模型训练时不能通过线性训练方法一次求解,由此会造成模型系数不易训练得到。The traditional generalized memory effect polynomial model has high modeling accuracy, but there are problems such as complex model, large number of coefficients, and complicated training. The improved Hammerstein nonlinear model has only 0 and 1 orders in the memory effect part, and the order is small, and does not consider the advance memory effect, so the improved Hammerstein modeling accuracy is not high; the serial dual nonlinear hatchback nonlinear model is relatively Since the improved Hammerstein nonlinear model has many orders, it also does not consider the advance memory effect. Although its modeling accuracy is slightly improved compared with the improved Hammerstein nonlinear model, it is still not high, and the serial dual nonlinear hatchback The model cannot be solved at one time by the linear training method during model training, which makes the model coefficients difficult to obtain.

发明内容SUMMARY OF THE INVENTION

本发明所要解决的技术问题是提供一种模型简单,系数数量较少,模型系数容易训练得到,且建模精度较高的宽带射频功放的广义记忆效应非线性模型。The technical problem to be solved by the present invention is to provide a generalized memory effect nonlinear model of a broadband radio frequency power amplifier with simple model, fewer coefficients, easy training of model coefficients and high modeling accuracy.

本发明解决上述技术问题所采用的技术方案为:一种宽带射频功放的广义记忆效应两厢非线性模型,包括静态非线性无记忆多项式处理单元、广义记忆非线性处理单元和加法器,所述的静态非线性无记忆多项式处理单元的输入端和所述的广义记忆非线性处理单元的输入端分别接入信号x(n+M),宽带射频功放的输入端在当前采样时刻的采样信号为x(n),x(n+M)为宽带射频功放的输入端在当前采样时刻的未来第M个采样时刻的采样信号,M=1,2,3,......;所述的静态非线性无记忆多项式处理单元的输出信号y1(n)和所述的广义记忆非线性处理单元的输出信号y2(n)为所述的加法器的两个加数,所述的加法器的输出信号y(n)=y1(n)+y2(n)。The technical solution adopted by the present invention to solve the above-mentioned technical problems is: a generalized memory effect hatchback nonlinear model of a broadband radio frequency power amplifier, comprising a static nonlinear memoryless polynomial processing unit, a generalized memory nonlinear processing unit and an adder. The input end of the static nonlinear memoryless polynomial processing unit and the input end of the generalized memory nonlinear processing unit are respectively connected to the signal x(n+M), and the sampling signal of the input end of the broadband radio frequency power amplifier at the current sampling time is x (n), x(n+M) is the sampling signal of the input end of the broadband radio frequency power amplifier at the Mth sampling time in the future at the current sampling time, M=1, 2, 3, ......; the described The output signal y 1 (n) of the static nonlinear memoryless polynomial processing unit and the output signal y 2 (n) of the generalized memory nonlinear processing unit are the two addends of the adder, and the addition The output signal y(n)=y 1 (n)+y 2 (n) of the device.

所述的静态非线性无记忆多项式处理单元采用静态非线性无记忆多项式形式表示为:The static nonlinear memoryless polynomial processing unit is expressed in the form of a static nonlinear memoryless polynomial as:

其中,f为静态非线性无记忆多项式的最高阶次,e为静态非线性无记忆多项式的最低阶次,f﹥e,e和f均为正整数,为静态非线性无记忆多项式的系数,符号“||”为取模符号。Among them, f is the highest order of the static nonlinear memoryless polynomial, e is the lowest order of the static nonlinear memoryless polynomial, f﹥e, e and f are all positive integers, is the coefficient of the static nonlinear memoryless polynomial, and the symbol "||" is the modulo symbol.

所述的广义记忆非线性处理单元采用改进型广义记忆多项式表示为:The generalized memory nonlinear processing unit is expressed by an improved generalized memory polynomial as:

其中,为改进型广义记忆多项式的复包络超前项,为改进型广义记忆多项式的复包络对齐项;m为正整数,m=1,2,…,M;g为复包络超前项的阶数,k为复包络超前项的记忆深度,g和k均为正整数,k≥1,g<e,为复包络超前项的系数;符号“| |”为取模符号;r为复包络对齐项的阶数,s为复包络对齐项的记忆深度,r和s均为正整数,s≥1,r<e,为复包络对齐项的系数;当q=0时,x(n-q)为宽带射频功放的输入端在当前采样时刻的采样信号,x(n-(q-m))为宽带射频功放的输入端在当前采样时刻的未来第m个采样时刻的采样信号;当q≠0且q≥m时,x(n-q)为宽带射频功放的输入端在当前采样时刻的过去第q个采样时刻的采样信号,x(n-(q-m))为宽带射频功放的输入端在当前采样时刻的过去第q-m个采样时刻的采样信号;当q≠0且q<m时,x(n-q)为宽带射频功放的输入端在当前采样时刻的过去第q个采样时刻的采样信号,x(n-(q-m))为宽带射频功放的输入端在当前采样时刻的未来第m-q个采样时刻的采样信号;in, is the complex envelope leading term of the improved generalized memory polynomial, is the complex envelope alignment term of the improved generalized memory polynomial; m is a positive integer, m=1, 2, ..., M; g is the order of the complex envelope leading term, k is the memory depth of the complex envelope leading term, Both g and k are positive integers, k≥1, g<e, is the coefficient of the complex envelope leading term; the symbol “| |” is the modulo symbol; r is the order of the complex envelope alignment term, s is the memory depth of the complex envelope alignment term, r and s are both positive integers, s ≥1, r<e, is the coefficient of the complex envelope alignment term; when q=0, x(nq) is the sampling signal of the input end of the broadband RF power amplifier at the current sampling moment, and x(n-(qm)) is the input end of the broadband RF power amplifier at The sampling signal of the mth sampling time in the future at the current sampling time; when q≠0 and q≥m, x(nq) is the sampling signal of the input end of the broadband RF power amplifier at the qth sampling time in the past of the current sampling time, x(n-(qm)) is the sampling signal of the input end of the broadband RF power amplifier at the qmth sampling time in the past of the current sampling time; when q≠0 and q<m, x(nq) is the input of the broadband RF power amplifier The sampling signal of the terminal at the qth sampling moment in the past at the current sampling moment, x(n-(qm)) is the sampling signal of the input terminal of the wideband radio frequency power amplifier at the mqth sampling moment in the future at the current sampling moment;

此时,所述的宽带射频功放的广义记忆效应两厢非线性模型可以表示为:At this time, the generalized memory effect hatchback nonlinear model of the broadband RF power amplifier can be expressed as:

所述的宽带射频功放的广义记忆效应两厢非线性模型中,采用现有的非线性模型的训练方法训练得到。该方法中,模型系数能够通过线性训练的方法一次求解,训练方法简单。In the generalized memory effect hatchback nonlinear model of the broadband RF power amplifier, and It is obtained by training using the existing nonlinear model training method. In this method, the model coefficients and It can be solved at one time by the linear training method, and the training method is simple.

与现有技术相比,本发明的优点在于通过静态非线性无记忆多项式处理单元来计算宽带射频功放高阶的非线性特性,广义记忆非线性处理单元来计算宽带射频功放低阶的非线性特性,然后将宽带射频功放高阶的非线性特性和宽带射频功放低阶的非线性特性采用加法器相加得到宽带射频功放的非线性特性,由此避免了广义记忆非线性处理单元中出现高阶项,综合考虑超前记忆效应,模型系数能够通过线性训练的方法一次求解,且建模精度较高。Compared with the prior art, the present invention has the advantage that the high-order nonlinear characteristics of the broadband radio frequency power amplifier are calculated by the static nonlinear memoryless polynomial processing unit, and the low-order nonlinear characteristics of the broadband radio frequency power amplifier are calculated by the generalized memory nonlinear processing unit. , and then add the high-order nonlinear characteristics of the broadband radio frequency power amplifier and the low-order nonlinear characteristics of the broadband radio frequency power amplifier using an adder to obtain the nonlinear characteristics of the broadband radio frequency power amplifier, thus avoiding the occurrence of high-order nonlinearity in the generalized memory nonlinear processing unit. term, considering the advanced memory effect comprehensively, the model coefficients can be solved at one time by the linear training method, and the modeling accuracy is high.

附图说明Description of drawings

图1为现有的改进型Hammerstein非线性模型的结构图;Fig. 1 is the structure diagram of the existing improved Hammerstein nonlinear model;

图2为现有的串行双非线性两厢非线性模型的结构图;FIG. 2 is a structural diagram of an existing serial dual nonlinear hatchback nonlinear model;

图3为本发明的广义记忆效应两厢非线性模型的结构图。FIG. 3 is a structural diagram of the generalized memory effect hatchback nonlinear model of the present invention.

具体实施方式Detailed ways

以下结合附图实施例对本发明作进一步详细描述。The present invention will be further described in detail below with reference to the embodiments of the accompanying drawings.

实施例一:如图3所示,一种宽带射频功放的广义记忆效应两厢非线性模型,其特征在于包括静态非线性无记忆多项式处理单元、广义记忆非线性处理单元和加法器,静态非线性无记忆多项式处理单元的输入端和广义记忆非线性处理单元的输入端分别接入信号x(n+M),宽带射频功放的输入端在当前采样时刻的采样信号为x(n),x(n+M)为宽带射频功放的输入端在当前采样时刻的未来第M个采样时刻的采样信号,这里取M=1;静态非线性无记忆多项式处理单元的输出信号y1(n)和广义记忆非线性处理单元的输出信号y2(n)为加法器的两个加数,加法器的输出信号y(n)=y1(n)+y2(n)。Embodiment 1: As shown in Figure 3, a generalized memory effect hatchback nonlinear model of a broadband radio frequency power amplifier is characterized in that it includes a static nonlinear memoryless polynomial processing unit, a generalized memory nonlinear processing unit and an adder. The input end of the memoryless polynomial processing unit and the input end of the generalized memory nonlinear processing unit are respectively connected to the signal x(n+M), and the sampling signal of the input end of the broadband RF power amplifier at the current sampling time is x(n), x( n+M) is the sampling signal of the input end of the broadband RF power amplifier at the Mth sampling time in the future at the current sampling time, where M=1 is taken; the output signal y 1 (n) of the static nonlinear memoryless polynomial processing unit and the generalized The output signal y 2 (n) of the memory nonlinear processing unit is the two addends of the adder, and the output signal y(n)=y 1 (n)+y 2 (n) of the adder.

实施例二:如图3所示,一种宽带射频功放的广义记忆效应两厢非线性模型,其特征在于包括静态非线性无记忆多项式处理单元、广义记忆非线性处理单元和加法器,静态非线性无记忆多项式处理单元的输入端和广义记忆非线性处理单元的输入端分别接入信号x(n+M),宽带射频功放的输入端在当前采样时刻的采样信号为x(n),x(n+M)为宽带射频功放的输入端在当前采样时刻的未来第M个采样时刻的采样信号,这里取M=1;静态非线性无记忆多项式处理单元的输出信号y1(n)和广义记忆非线性处理单元的输出信号y2(n)为加法器的两个加数,加法器的输出信号y(n)=y1(n)+y2(n)。Embodiment 2: As shown in Figure 3, a generalized memory effect hatchback nonlinear model of a broadband radio frequency power amplifier is characterized in that it includes a static nonlinear memoryless polynomial processing unit, a generalized memory nonlinear processing unit and an adder. The input end of the memoryless polynomial processing unit and the input end of the generalized memory nonlinear processing unit are respectively connected to the signal x(n+M), and the sampling signal of the input end of the broadband RF power amplifier at the current sampling time is x(n), x( n+M) is the sampling signal of the input end of the broadband RF power amplifier at the Mth sampling time in the future at the current sampling time, where M=1 is taken; the output signal y 1 (n) of the static nonlinear memoryless polynomial processing unit and the generalized The output signal y 2 (n) of the memory nonlinear processing unit is the two addends of the adder, and the output signal y(n)=y 1 (n)+y 2 (n) of the adder.

本实施例中,静态非线性无记忆多项式处理单元采用静态非线性无记忆多项式形式表示为:In this embodiment, the static nonlinear memoryless polynomial processing unit is expressed in the form of a static nonlinear memoryless polynomial as:

其中,f为静态非线性无记忆多项式的最高阶次,e为静态非线性无记忆多项式的最低阶次,f﹥e,e和f均为正整数,为静态非线性无记忆多项式的系数,符号“| |”为取模符号。Among them, f is the highest order of the static nonlinear memoryless polynomial, e is the lowest order of the static nonlinear memoryless polynomial, f﹥e, e and f are all positive integers, is the coefficient of the static nonlinear memoryless polynomial, and the symbol "| |" is the modulo symbol.

实施例三:如图3所示,一种宽带射频功放的广义记忆效应两厢非线性模型,其特征在于包括静态非线性无记忆多项式处理单元、广义记忆非线性处理单元和加法器,静态非线性无记忆多项式处理单元的输入端和广义记忆非线性处理单元的输入端分别接入信号x(n+M),宽带射频功放的输入端在当前采样时刻的采样信号为x(n),x(n+M)为宽带射频功放的输入端在当前采样时刻的未来第M个采样时刻的采样信号,这里取M=1;静态非线性无记忆多项式处理单元的输出信号y1(n)和广义记忆非线性处理单元的输出信号y2(n)为加法器的两个加数,加法器的输出信号y(n)=y1(n)+y2(n)。Embodiment 3: As shown in FIG. 3, a generalized memory effect hatchback nonlinear model of a broadband radio frequency power amplifier is characterized in that it includes a static nonlinear memoryless polynomial processing unit, a generalized memory nonlinear processing unit and an adder. The input end of the memoryless polynomial processing unit and the input end of the generalized memory nonlinear processing unit are respectively connected to the signal x(n+M), and the sampling signal of the input end of the broadband RF power amplifier at the current sampling time is x(n), x( n+M) is the sampling signal of the input end of the broadband RF power amplifier at the Mth sampling time in the future at the current sampling time, where M=1 is taken; the output signal y 1 (n) of the static nonlinear memoryless polynomial processing unit and the generalized The output signal y 2 (n) of the memory nonlinear processing unit is the two addends of the adder, and the output signal y(n)=y 1 (n)+y 2 (n) of the adder.

本实施例中,静态非线性无记忆多项式处理单元采用静态非线性无记忆多项式形式表示为:In this embodiment, the static nonlinear memoryless polynomial processing unit is expressed in the form of a static nonlinear memoryless polynomial as:

其中,f为静态非线性无记忆多项式的最高阶次,e为静态非线性无记忆多项式的最低阶次,f﹥e,e和f均为正整数,为静态非线性无记忆多项式的系数,符号“| |”为取模符号。Among them, f is the highest order of the static nonlinear memoryless polynomial, e is the lowest order of the static nonlinear memoryless polynomial, f﹥e, e and f are all positive integers, is the coefficient of the static nonlinear memoryless polynomial, and the symbol "| |" is the modulo symbol.

广义记忆非线性处理单元采用改进型广义记忆多项式表示为:The generalized memory nonlinear processing unit is expressed as an improved generalized memory polynomial:

其中,为改进型广义记忆多项式的复包络超前项,为改进型广义记忆多项式的复包络对齐项;m为正整数,m=1,2,…,M;g为复包络超前项的阶数,k为复包络超前项的记忆深度,g和k均为正整数,k≥1,g<e,为复包络超前项的系数;符号“| |”为取模符号;r为复包络对齐项的阶数,s为复包络对齐项的记忆深度,r和s均为正整数,s≥1,r<e,为复包络对齐项的系数;当q=0时,x(n-q)为宽带射频功放的输入端在当前采样时刻的采样信号,x(n-(q-m))为宽带射频功放的输入端在当前采样时刻的未来第m个采样时刻的采样信号;当q≠0且q≥m时,x(n-q)为宽带射频功放的输入端在当前采样时刻的过去第q个采样时刻的采样信号,x(n-(q-m))为宽带射频功放的输入端在当前采样时刻的过去第q-m个采样时刻的采样信号;当q≠0且q<m时,x(n-q)为宽带射频功放的输入端在当前采样时刻的过去第q个采样时刻的采样信号,x(n-(q-m))为宽带射频功放的输入端在当前采样时刻的未来第m-q个采样时刻的采样信号;in, is the complex envelope leading term of the improved generalized memory polynomial, is the complex envelope alignment term of the improved generalized memory polynomial; m is a positive integer, m=1, 2, ..., M; g is the order of the complex envelope leading term, k is the memory depth of the complex envelope leading term, Both g and k are positive integers, k≥1, g<e, is the coefficient of the complex envelope leading term; the symbol “| |” is the modulo symbol; r is the order of the complex envelope alignment term, s is the memory depth of the complex envelope alignment term, r and s are both positive integers, s ≥1, r<e, is the coefficient of the complex envelope alignment term; when q=0, x(nq) is the sampling signal of the input end of the broadband RF power amplifier at the current sampling moment, and x(n-(qm)) is the input end of the broadband RF power amplifier at The sampling signal of the mth sampling time in the future at the current sampling time; when q≠0 and q≥m, x(nq) is the sampling signal of the input end of the broadband RF power amplifier at the qth sampling time in the past of the current sampling time, x(n-(qm)) is the sampling signal of the input end of the broadband RF power amplifier at the qmth sampling time in the past of the current sampling time; when q≠0 and q<m, x(nq) is the input of the broadband RF power amplifier The sampling signal of the terminal at the qth sampling moment in the past at the current sampling moment, x(n-(qm)) is the sampling signal of the input terminal of the wideband radio frequency power amplifier at the mqth sampling moment in the future at the current sampling moment;

此时,宽带射频功放的广义记忆效应两厢非线性模型可以表示为:At this time, the generalized memory effect hatchback nonlinear model of the broadband RF power amplifier can be expressed as:

宽带射频功放的广义记忆效应两厢非线性模型中采用现有的非线性模型的训练方法训练得到。Generalized Memory Effect Hatchback Nonlinear Model of Broadband RF Power Amplifier and It is obtained by training using the existing nonlinear model training method.

为了验证本发明的宽带射频功放的广义记忆效应两厢非线性模型的优越性,采集Doherty功放输入端的6000个基带数据作为模型输入训练数据,相应功放输出端的6000个基带数据作为模型输出训练数据,采用现有的模型训练方法对本实施例的宽带射频功放的广义记忆效应两厢非线性模型进行模型参数训练,得到模型参数本实施例的宽带射频功放的广义记忆效应两厢非线性模型训练完成后,另外选取功放输入端的12000个基带数据作为模型的输入数据进行对其建模精度进行验证。In order to verify the superiority of the generalized memory effect hatchback nonlinear model of the broadband radio frequency power amplifier of the present invention, 6000 baseband data at the input end of the Doherty power amplifier are collected as the model input training data, and 6000 baseband data at the corresponding power amplifier output end are used as the model output training data. The existing model training method performs model parameter training on the generalized memory effect hatchback nonlinear model of the broadband radio frequency power amplifier of the present embodiment to obtain model parameters and After the training of the generalized memory effect hatchback nonlinear model of the broadband radio frequency power amplifier of this embodiment is completed, 12000 baseband data at the input end of the power amplifier are additionally selected as the input data of the model to verify its modeling accuracy.

本实施例的宽带射频功放的广义记忆效应两厢非线性模型的e=5,f=7,g=4,k=4,r=4,s=4。The generalized memory effect hatchback nonlinear model of the broadband radio frequency power amplifier in this embodiment has e=5, f=7, g=4, k=4, r=4, and s=4.

本实施例的宽带射频功放的广义记忆效应两厢非线性模型、传统广义记忆多项式模型和串行双非线性两厢非线性模型的NMSE、模型系数数量的比较如表1所示。Table 1 shows the comparison of the NMSE and the number of model coefficients of the generalized memory effect hatchback nonlinear model, the traditional generalized memory polynomial model and the serial dual nonlinear hatchback nonlinear model of the broadband RF power amplifier of this embodiment.

表1. 三种不同模型性能比较Table 1. Performance comparison of three different models

分析表1可知,本发明的广义记忆效应两厢非线性模型相比传统广义记忆效应多项式模型系数数量减少40%的同时,建模精度仅仅降低了0.5dB。广义记忆效应两厢非线性模型相比串行双非线性两厢非线性模型,建模精度提高了3.6dB。It can be seen from the analysis of Table 1 that the number of coefficients of the generalized memory effect hatchback nonlinear model of the present invention is reduced by 40% compared with the traditional generalized memory effect polynomial model, and the modeling accuracy is only reduced by 0.5dB. Compared with the serial dual nonlinear hatchback nonlinear model, the modeling accuracy of the generalized memory effect hatchback nonlinear model is improved by 3.6dB.

终上所述,本发明的广义记忆效应两厢非线性模型具有建模能力和训练复杂度及系数数量的最佳折中,不仅具有建模精度高,训练简单的优点,同时具有系数数量少等优点。As mentioned above, the generalized memory effect hatchback nonlinear model of the present invention has the best compromise between modeling ability, training complexity and number of coefficients, not only has the advantages of high modeling accuracy and simple training, but also has the advantages of less number of coefficients, etc. advantage.

Claims (1)

1. The generalized memory effect two-compartment nonlinear system of the broadband radio frequency power amplifier is characterized by comprising a static nonlinear memoryless polynomial processing unit, a generalized memory nonlinear processing unit and an adder, wherein the input end of the static nonlinear memoryless polynomial processing unit and the input end of the generalized memory nonlinear processing unit are respectively connected with a signal x (n + M), the sampling signal of the input end of the broadband radio frequency power amplifier at the current sampling moment is x (n), x (n + M) is the sampling signal of the input end of the broadband radio frequency power amplifier at the Mth sampling moment in the future of the current sampling moment, and M is 1,2,3 and …; what is needed isThe output signal y of the static nonlinear memoryless polynomial processing unit1(n) and the output signal y of said generalized memory nonlinear processing unit2(n) is two addends of the adder, and the output signal y (n) of the adder is y1(n)+y2(n);
The static nonlinear memoryless polynomial processing unit adopts a static nonlinear memoryless polynomial form to express as follows:
wherein f is the highest order of the static non-linear memoryless polynomial, e is the lowest order of the static non-linear memoryless polynomial, f > e, e and f are positive integers,the symbol, | | | is a modulus symbol, and the symbol Σ is a consecutive plus symbol;
the generalized memory nonlinear processing unit is expressed by adopting an improved generalized memory polynomial as follows:
wherein,in order to improve the complex envelope antecedent term of the generalized memory polynomial,a complex envelope alignment term that is an improved generalized memory polynomial; m is a positive integer, M is 1,2, …, M; g is the order of the complex envelope antecedent term, k is the memory depth of the complex envelope antecedent term, g and k are positive integers, k is more than or equal to 1, g<e,Coefficients that are complex envelope antecedent terms; the symbol "|" is a modulo symbol; r is the order of the complex envelope alignment term, s is the memory depth of the complex envelope alignment term, r and s are positive integers, s is more than or equal to 1, r<e,Coefficients that are complex envelope alignment terms; when q is 0, x (n-q) is a sampling signal of the input end of the broadband radio frequency power amplifier at the current sampling moment, and x (n- (q-m)) is a sampling signal of the input end of the broadband radio frequency power amplifier at the mth sampling moment in the future of the current sampling moment; when q is not equal to 0 and q is not less than m, x (n-q) is a sampling signal of the input end of the broadband radio frequency power amplifier at the past q-th sampling moment of the current sampling moment, and x (n- (q-m)) is a sampling signal of the input end of the broadband radio frequency power amplifier at the past q-m-th sampling moment of the current sampling moment; when q is not equal to 0 and q is not equal to<When m is reached, x (n-q) is a sampling signal of the input end of the broadband radio frequency power amplifier at the past q sampling time of the current sampling time, and x (n- (q-m)) is a sampling signal of the input end of the broadband radio frequency power amplifier at the future m-q sampling time of the current sampling time;
at this time, the generalized memory effect two-compartment nonlinear system of the broadband radio frequency power amplifier is represented as follows:
the generalized memory effect two-compartment nonlinear system of the broadband radio frequency power amplifierAndthe training method is obtained by adopting the existing training method of the nonlinear system.
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