JP2007150905A - Linc amplifier - Google Patents
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- JP2007150905A JP2007150905A JP2005344628A JP2005344628A JP2007150905A JP 2007150905 A JP2007150905 A JP 2007150905A JP 2005344628 A JP2005344628 A JP 2005344628A JP 2005344628 A JP2005344628 A JP 2005344628A JP 2007150905 A JP2007150905 A JP 2007150905A
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Abstract
Description
本発明は、内部の定振幅分離信号の周波数帯域の広帯域化を抑制したLINC増幅器に関するものである。 The present invention relates to a LINC amplifier that suppresses an increase in the frequency band of an internal constant amplitude separation signal.
LINC(Linear Amplification with Nonlinear Components)増幅器の原理は、ベル研究所のD.C.Coxによって1974年に提案された(非特許文献1)。LINC増幅器の概略構成を図5に示す。12は入力信号を2個の定振幅分離信号に分離するLINC分離器、13,14は利得がGで同一特性の非線形増幅器、15は信号加算器である。
The principle of LINC (Linear Amplification with Nonlinear Components) amplifier was proposed in 1974 by D.C.Cox of Bell Laboratories (Non-Patent Document 1). A schematic configuration of the LINC amplifier is shown in FIG.
入力信号をS(t)とし、これが帯域制限された一定位相の信号であるとすると、
で表すことができる。ここで、E(t)はベースバンド信号成分、cosω0tはキャリア信号成分である。E(t)≧0である。ここで、ベースバンド信号成分E(t)が次式ように表されたとする。
EmはE(t)の最大値を表す。この(2)式により位相情報φ(t)が定義される。
If the input signal is S (t) and this is a band-limited signal with a constant phase,
It can be expressed as Here, E (t) is a baseband signal component, and cosω 0 t is a carrier signal component. E (t) ≧ 0. Here, it is assumed that the baseband signal component E (t) is expressed as follows.
Em represents the maximum value of E (t). The phase information φ (t) is defined by this equation (2).
(2)式を(1)式に代入することにより、次式の関係が成り立つ。
Sa(t),Sb(t)は定振幅分離信号であり、
である。この定振幅分離信号Sa(t),Sb(t)は振幅一定(Em/2)であり、位相φ(t)が入力信号S(t)に依存して反対方向に回転する。
By substituting equation (2) into equation (1), the following relationship is established.
Sa (t) and Sb (t) are constant amplitude separation signals,
It is. The constant amplitude separation signals Sa (t) and Sb (t) have a constant amplitude (Em / 2), and the phase φ (t) rotates in the opposite direction depending on the input signal S (t).
このように、入力信号S(t)はLINC分離器12によって(4)式で表される定振幅分離信号Sa(t),Sb(t)となり、特性の揃った利得Gの非線形増幅器13,14によりそれぞれ増幅されて、信号GSa(t),GSb(t)となる。そして、その非線形増幅器13,14の出力段で2信号間の差信号を信号加算器15によって取り出すと、
となり、入力信号S(t)が利得Gで線形増幅されていることが判る。
In this way, the input signal S (t) is converted into constant amplitude separated signals Sa (t) and Sb (t) expressed by the equation (4) by the
Thus, it can be seen that the input signal S (t) is linearly amplified with a gain G.
同様に考えることにより、より一般的な帯域制限された信号についても、定振幅分離信号に分離し増幅した後に合成することにより、振幅および位相変調された信号の線形増幅が可能なことが判る。 From the same consideration, it can be seen that a more general band-limited signal can be linearly amplified in amplitude and phase-modulated signals by separating and amplifying the signals into constant amplitude separated signals and then synthesizing them.
一般化のため、入力信号S(t)を下式のようにキャリア信号成分が位相情報θ(t)を含む信号とする。
ここで、E(t)≧0であり、E(t)が(2)式で表されるとすると、
となる。ここで、定振幅分離信号Sa(t),Sb(t)は、
である。
For generalization, the input signal S (t) is a signal whose carrier signal component includes phase information θ (t) as in the following equation.
Here, if E (t) ≧ 0 and E (t) is expressed by equation (2),
It becomes. Here, the constant amplitude separation signals Sa (t) and Sb (t) are
It is.
よって、(6)式で示されるような一般的な帯域制限された入力信号S(t)であっても、これをLINC分離器12で2個の定振幅分離信号に分離し、特性の揃った利得Gの非線形増幅器13,14によりそれぞれ増幅し、加算器15により2信号間の差信号を取り出すことにより、その入力信号S(t)を利得Gで線形増幅できることが判る。
Therefore, even a general band-limited input signal S (t) as shown in the equation (6) is separated into two constant amplitude separated signals by the
このように、LINC増幅器では非線形増幅器13,14を使用するので電力効率が高くなり、しかも線形増幅されるので、無線通信システムにおいて、基地局と移動局の低消費電力化等を実現するための重要な技術として注目されている。
LINC増幅器の問題点は入力信号の変調帯域に関わる。一般化した入力信号は(6)式の形で表現でき、帯域制限された信号を定振幅の信号に分離すると、(8)式の定振幅分離信号Sa(t),Sb(t)となる。図6のように、入力信号S(t)が位相平面上でS(t1)からS(t2)へと軌跡を描く場合、定包絡線31上をベクトル先端が移動する定振幅分離信号Sa(t),Sb(t)の単位時間当たりの移動角度(位相変化)は、入力信号S(t)の位相面での単位時間あたりの移動角度よりも大きい場合がある。このような大きな角度の変化量は、定振幅分離信号Sa(t),Sb(t)の周波数帯域が大きく広くなることを意味する。この帯域広がりが顕著な場合は、図7に示すような信号点が位相面原点近傍を通る場合である。このように、入力信号S(t)に対して定振幅分離信号Sa(t),Sb(t)はその帯域が広くなる。図8に入力信号S(t)の周波数スペクトルを、図9に定振幅分離信号Sa(t),Sb(t)の周波数スペクトルを示した。 The problem of the LINC amplifier is related to the modulation band of the input signal. The generalized input signal can be expressed in the form of equation (6). When the band-limited signal is separated into constant amplitude signals, constant amplitude separation signals Sa (t) and Sb (t) in equation (8) are obtained. . As shown in FIG. 6, when the input signal S (t) draws a locus from S (t1) to S (t2) on the phase plane, the constant amplitude separation signal Sa ( The movement angle (phase change) per unit time of t) and Sb (t) may be larger than the movement angle per unit time on the phase plane of the input signal S (t). Such a large change amount of the angle means that the frequency bands of the constant amplitude separation signals Sa (t) and Sb (t) become large and wide. The case where the band broadening is remarkable is a case where signal points as shown in FIG. 7 pass near the origin of the phase plane. In this way, the constant amplitude separation signals Sa (t) and Sb (t) have a wider band with respect to the input signal S (t). FIG. 8 shows the frequency spectrum of the input signal S (t), and FIG. 9 shows the frequency spectrum of the constant amplitude separation signals Sa (t) and Sb (t).
LINC増幅器では、入力信号を定包絡線の軌跡上を変化する2個の定振幅分離信号に分離して増幅するが、周波数帯域がその入力信号に比較して広帯域を必要とすることになれば、たとえ定包絡線で信号の増幅が可能な非線形のユニットが実現できたとしても、各々のユニットに広帯域特性が要求されることとなり、定包絡線であることのメリットは半減することとなる。 In the LINC amplifier, the input signal is separated and amplified into two constant amplitude separation signals that change on the locus of the constant envelope, but if the frequency band requires a wider band than the input signal. Even if a non-linear unit capable of amplifying a signal with a constant envelope can be realized, broadband characteristics are required for each unit, and the merit of being a constant envelope is halved.
以上のように、入力する信号が振幅変調だけでなく位相変調をも受けた信号である場合には、LINC増幅器で増幅するときに、定振幅分離信号が元信号の原点付近を通過するほど周波数帯域が広がる問題があった。 As described above, when the input signal is a signal that has undergone not only amplitude modulation but also phase modulation, when the signal is amplified by the LINC amplifier, the frequency is such that the constant amplitude separation signal passes near the origin of the original signal. There was a problem of expanding the bandwidth.
本発明の目的は、LINC分離部に入力する信号を位相が変化せず振幅のみが変化する同相信号または直交信号に限らせ、上記した周波数帯域の広がりを抑制したLINC増幅器を提供することである。 An object of the present invention is to provide a LINC amplifier in which the signal input to the LINC separation unit is limited to an in-phase signal or a quadrature signal whose phase does not change and only the amplitude changes, and which suppresses the spread of the frequency band described above. is there.
上記目的を達成するために、請求項1にかかる発明は、入力信号を定振幅の2個の信号に分離するLINC分離手段と、該LINC分離手段で分離されたそれぞれの信号を同一の利得で増幅する同一特性の第1および第2の非線形増幅手段と、該第1および第2の非線形増幅手段の出力信号を加算する信号加算手段とからなるLINC増幅手段を有するLINC増幅器において、前記入力信号を同相信号と直交信号に分離する直交分離手段と、前記同相信号を増幅する前記LINC増幅手段と同じ構成の第1のLINC増幅手段と、前記直交信号を増幅する前記LINC増幅手段と同じ構成の第2のLINC増幅手段と、前記第1および第2のLINC増幅手段の出力信号を加算する直交加算手段とを備えたことを特徴とする。
請求項2にかかる発明は、請求項1に記載のLINC増幅器において、前記第1のLINC増幅手段は前記同相信号の正から負への変化および負から正への変化時に該同相信号の定振幅分離信号の位相変化が連続し、且つ前記第2のLINC増幅手段は前記直交信号の正から負への変化および負から正への変化時に該直交信号の定振幅分離信号の位相変化が連続することを特徴とする。
請求項3にかかる発明は、請求項1又は2に記載のLINC増幅器において、前記第1のLINC増幅手段の前記第1および第2の非線形増幅手段並びに前記第2のLINC増幅手段の前記第1および第2の非線形増幅手段の前段又は後段に、それぞれ周波数変換手段を挿入したことを特徴とする。
請求項4にかかる発明は、請求項1、2又は3に記載のLINC増幅器において、前記第1のLINC増幅手段の出力信号と前記第2のLINC増幅手段の出力信号を取り込み直交検波する直交検波手段と、該直交検波手段の検波結果に応じて前記第1のLINC増幅手段の出力信号又は前記第2のLINC増幅手段の出力信号の位相を調整し前記直交加算手段に入力する同相信号と直交信号との直交性を補正する移相手段とを設けたことを特徴とする。
In order to achieve the above object, the invention according to claim 1 is directed to a LINC separating means for separating an input signal into two signals having a constant amplitude, and the respective signals separated by the LINC separating means with the same gain. In the LINC amplifier having the LINC amplifying means comprising first and second nonlinear amplifying means having the same characteristics to be amplified and signal adding means for adding the output signals of the first and second nonlinear amplifying means, the input signal Is separated into an in-phase signal and a quadrature signal, a first LINC amplifying unit having the same configuration as the LINC amplifying unit for amplifying the in-phase signal, and the same as the LINC amplifying unit for amplifying the quadrature signal. A second LINC amplifying unit having a configuration; and an orthogonal addition unit that adds the output signals of the first and second LINC amplifying units.
According to a second aspect of the present invention, in the LINC amplifier according to the first aspect, the first LINC amplifying means is configured to detect the common-mode signal when the common-mode signal changes from positive to negative and from negative to positive. The phase change of the constant amplitude separation signal is continuous, and the second LINC amplification means changes the phase of the constant amplitude separation signal of the quadrature signal when the quadrature signal changes from positive to negative and from negative to positive. It is characterized by being continuous.
The invention according to claim 3 is the LINC amplifier according to claim 1 or 2, wherein the first and second nonlinear amplification means of the first LINC amplification means and the first of the second LINC amplification means. Further, the frequency conversion means is inserted before or after the second nonlinear amplification means, respectively.
According to a fourth aspect of the present invention, in the LINC amplifier according to the first, second, or third aspect, quadrature detection is performed in which the output signal of the first LINC amplifying unit and the output signal of the second LINC amplifying unit are captured and quadrature detected. And an in-phase signal that adjusts the phase of the output signal of the first LINC amplifying means or the output signal of the second LINC amplifying means in accordance with the detection result of the quadrature detection means and inputs the signal to the quadrature addition means Phase shift means for correcting orthogonality with the orthogonal signal is provided.
本発明によれば、入力信号を同相信号と直交信号に直交分離して、それらを個々のLINC増幅手段によって個別に増幅しその後直交加算するため、それら同相信号と直交信号はI軸上あるいはQ軸上のみを変化するので、入力信号が振幅変調だけでなく位相変化を含み元信号が原点付近を通過するときであっても、同相信号や直交信号から分離された定振幅分離信号が必要以上に周波数帯域を広げることはなく、構成要素に対する広帯域化の要求を緩和することができる。 According to the present invention, the input signal is orthogonally separated into an in-phase signal and a quadrature signal, they are individually amplified by the individual LINC amplification means, and then subjected to quadrature addition. Alternatively, since it changes only on the Q axis, the constant amplitude separation signal separated from the in-phase signal and quadrature signal even when the input signal includes not only amplitude modulation but also the phase change and the original signal passes near the origin. However, the frequency band is not expanded more than necessary, and the requirement for a wider band for the components can be relaxed.
[第1の実施例]
図1は本発明の第1の実施例のLINC増幅器の構成を示すブロック図である。11は入力信号S(t)を直交分離して同相信号SI(t)と直交信号SQ(t)にする直交分離器、12Aは同相信号SI(t)を定振幅分離信号SIa(t)、SIb(t)に分離するLINC分離器、12Bは直交信号SQ(t)を定振幅分離信号SQa(t)、SQb(t)に分離するLINC分離器、13A,13B,14A,14Bは利得Gで特性が揃った非線形増幅器、15Aは信号GSIa(t)と信号GSIb(t)を加算する信号加算器、15Bは信号GSQa(t)と信号GSQb(t)を加算する信号加算器、16は信号GSI(t)と信号GSQ(t)を直交加算する直交加算器である。つまり、本実施例は、入力信号を同相信号と直交信号に2分割して振幅成分のみが変化するようにしてからそれぞれの分割信号をLINC方式で増幅することにより、信号の周波数帯域を必要以上に広げないようにしたものである。
[First embodiment]
FIG. 1 is a block diagram showing a configuration of a LINC amplifier according to a first embodiment of the present invention. 11 is a quadrature separator that quadrature-separates the input signal S (t) into an in-phase signal S I (t) and a quadrature signal S Q (t), and 12A is a constant-amplitude separated signal from the in-phase signal S I (t). LINC separator for separating S Ia (t) and S Ib (t), 12B is a LINC separator for separating quadrature signal S Q (t) into constant amplitude separated signals S Qa (t) and S Qb (t), 13A, 13B, 14A and 14B are non-linear amplifiers whose characteristics are uniform with a gain G, 15A is a signal adder for adding the signal GS Ia (t) and the signal GS Ib (t), and 15B is a signal GS Qa (t) and the signal A signal adder for adding GS Qb (t), and 16 is an orthogonal adder for orthogonally adding the signal GS I (t) and the signal GS Q (t). In other words, in this embodiment, an input signal is divided into an in-phase signal and a quadrature signal so that only the amplitude component changes, and then each divided signal is amplified by the LINC method, thereby requiring a signal frequency band. It is designed not to spread more.
入力信号S(t)を複素数表現に直して、
と変形すると、入力信号S(t)はベースバンド信号成分E(t)cosθ(t)+jE(t)sinθ(t)でキャリア信号成分cosω0(t)を変調していることが分かる。そこで、本実施例では、入力信号を実数部(同相信号)と虚数部(直交信号)に2分し、その2分された信号に対して各々LINC方式の増幅を行い、最後に直交加算する。
Convert the input signal S (t) into a complex number expression,
In other words, the input signal S (t) modulates the carrier signal component cosω 0 (t) by the baseband signal component E (t) cosθ (t) + jE (t) sinθ (t). Therefore, in this embodiment, the input signal is divided into a real part (in-phase signal) and an imaginary part (orthogonal signal), and each of the divided signals is amplified by the LINC method, and finally the quadrature addition is performed. To do.
このようにした場合、同相信号SI(t)、直交信号SQ(t)は、
となる。ここで、同相信号SI(t)、直交信号SQ(t)は各々振幅成分のみとなり、位相成分を含まない。従って、このように入力信号S(t)を直交する同相信号SI(t)、直交信号SQ(t)に分離することにより、急激な位相変化(信号が位相平面で原点近傍を通過する際に生じる)は、各々の同相信号SI(t)、直交信号SQ(t)には発生しない。
In this case, the in-phase signal S I (t) and the quadrature signal S Q (t) are
It becomes. Here, each of the in-phase signal S I (t) and the quadrature signal S Q (t) includes only an amplitude component and does not include a phase component. Therefore, by separating the input signal S (t) into the in-phase signal S I (t) and the quadrature signal S Q (t) that are orthogonal, a sudden phase change (the signal passes near the origin on the phase plane). Is not generated in each in-phase signal S I (t) and quadrature signal S Q (t).
図2はこれを説明する位相平面図である。入力信号S(t)が図2(a)に示すような場合、その信号S(t)は同相信号SI(t)、直交信号SQ(t)に分離されるが、同相信号SI(t)はI軸上において振幅を正又は負方向に増減するのみであるので、図2(b)に示すように、そのLINC分離成分である定振幅分離信号SIa(t)、SIb(t)もその位相は大きく変化しない。また直交信号SQ(t)はQ軸上において振幅を正又は負方向に増減するのみであるので、図2(c)に示すように、そのLINC分離成分である定振幅分離信号SQa(t)、SQb(t)もその位相は大きく変化しない。以下、詳しく説明する。 FIG. 2 is a phase plan view for explaining this. When the input signal S (t) is as shown in FIG. 2A, the signal S (t) is separated into an in-phase signal S I (t) and a quadrature signal S Q (t). Since S I (t) only increases or decreases the amplitude in the positive or negative direction on the I axis, as shown in FIG. 2B, the constant amplitude separation signal S Ia (t), which is the LINC separation component, The phase of S Ib (t) does not change greatly. Further, since the quadrature signal S Q (t) only increases or decreases the amplitude in the positive or negative direction on the Q axis, as shown in FIG. 2C, the constant amplitude separation signal S Qa (the LINC separation component) The phases of t) and S Qb (t) do not change greatly. This will be described in detail below.
ここで、従来例(1)式に対する(2)式とは異なり、(10)式を変形して、
とおく。さらに、
とおく。ここで、
とする。
Here, unlike the formula (2) for the conventional example (1), the formula (10) is modified,
far. further,
far. here,
And
このようにすることにより、位相面の原点を通過する信号の場合、すなわち、「EI(t)、EQ(t)が正から負、もしくは、負から正への変化」に対して、(12)式で汎関数EI(t)、EQ(t)を決める関数ρ(t)、σ(t)は(13)式の範囲で連続となる。また、原点を通過する際の位相変化は、ρ(t)、σ(t)がπ/2を通過するときの変化であるため、汎関数を構成する関数ρ(t)、σ(t)においても、急激な位相変化は無い。 By doing so, in the case of a signal passing through the origin of the phase plane, that is, “E I (t), E Q (t) changes from positive to negative or from negative to positive”, Functions ρ (t) and σ (t) that determine functionals E I (t) and E Q (t) in equation (12) are continuous within the range of equation (13). Further, since the phase change when passing through the origin is a change when ρ (t) and σ (t) pass through π / 2, the functions ρ (t) and σ (t) constituting the functional are used. Also, there is no sudden phase change.
(12)式を(11)式に代入すると、
となる。ここで、
となる。(16)式、(17)式は定振幅分離信号である。
Substituting (12) into (11),
It becomes. here,
It becomes. Equations (16) and (17) are constant amplitude separation signals.
このように、(9)式で与えられる入力信号S(t)は(10)式で与えられる同相信号SI(t)、直交信号SQ(t)に分割でき、これらの同相信号SI(t)、直交信号SQ(t)は各々(16)式、(17)式で与えられる定振幅分離信号とすることができる。 As described above, the input signal S (t) given by the equation (9) can be divided into the in-phase signal S I (t) and the quadrature signal S Q (t) given by the equation (10). S I (t) and quadrature signal S Q (t) can be constant amplitude separation signals given by equations (16) and (17), respectively.
以上により、定振幅分離信号SIa(t)、SIb(t)、SQa(t)、SQb(t)を利得がGで特性の揃った非線形増幅器13A,14A,13B,14Bで増幅し、SIa(t)とSIb(t)、SQa(t)とSQb(t)を信号加算器15A,15Bで各々加算し、その加算信号を直交加算器16で直交加算することにより、入力信号をG倍に増幅することができ、このとき帯域が大きく広がることはない。
As described above, the constant amplitude separation signals S Ia (t), S Ib (t), S Qa (t), and S Qb (t) are amplified by the
[第2の実施例]
図3は第2の実施例のLINC増幅器の構成を示すブロック図である。ここでは、非線形増幅器13A,14A,13B,14Bの前段に乗算器17A,18A,17B,18Bを挿入し、発振器19からキャリア信号cosωa(t)を入力して周波数変換を行うようにしている。このうように、各々周波数変換してからRF信号で加算及び直交加算することもできる。なお、乗算器17A,18A,17B,18Bは、非線形増幅器13A,14A,13B,14Bの後段に挿入してもよい。
[Second embodiment]
FIG. 3 is a block diagram showing the configuration of the LINC amplifier of the second embodiment. Here,
[第3の実施例]
図4は第3の実施例のLINC増幅器の構成を示すブロック図である。ここでは、直交加算器16に入力する信号GSI(t)とGSQ(t)の直交性を直交検波器20で検出して、その検出信号を積分器21で積分し、その結果により、信号加算器15Aの後段に挿入した移相器22によって一方の信号GSQ(t)の位相を制御し、信号GSI(t)とGSQ(t)の直交性を補正できるようにしたものである。なお、移相器22を信号加算器15Aの後段に挿入して、他方の信号GSQ(t)の位相を制御してもよい。
[Third embodiment]
FIG. 4 is a block diagram showing the configuration of the LINC amplifier of the third embodiment. Here, the orthogonality of the signals GS I (t) and GS Q (t) input to the
11:直交分離器
12,12A,12B:LINC分離器
13,13A,13B,14,14A,14B:非線形増幅器
15,15A,15B:信号加算器
16:直交加算器
17A,17B,18A,18B:乗算器
19:発振器
20:直交検波器
21:積分器
22:移相器
31:定包絡線
11:
Claims (4)
前記入力信号を同相信号と直交信号に分離する直交分離手段と、前記同相信号を増幅する前記LINC増幅手段と同じ構成の第1のLINC増幅手段と、前記直交信号を増幅する前記LINC増幅手段と同じ構成の第2のLINC増幅手段と、前記第1および第2のLINC増幅手段の出力信号を加算する直交加算手段とを備えたことを特徴とするLINC増幅器。 LINC separation means for separating an input signal into two signals having constant amplitude, and first and second nonlinear amplification means having the same characteristics for amplifying each signal separated by the LINC separation means with the same gain, In a LINC amplifier having a LINC amplifying means comprising signal adding means for adding the output signals of the first and second nonlinear amplifying means,
Quadrature separation means for separating the input signal into in-phase and quadrature signals; first LINC amplification means having the same configuration as the LINC amplification means for amplifying the in-phase signal; and the LINC amplification for amplifying the quadrature signal A LINC amplifier comprising: a second LINC amplification unit having the same configuration as the unit; and an orthogonal addition unit for adding the output signals of the first and second LINC amplification units.
前記第1のLINC増幅手段は前記同相信号の正から負への変化および負から正への変化時に該同相信号の定振幅分離信号の位相変化が連続し、且つ前記第2のLINC増幅手段は前記直交信号の正から負への変化および負から正への変化時に該直交信号の定振幅分離信号の位相変化が連続することを特徴とするLINC増幅器。 The LINC amplifier according to claim 1, wherein
The first LINC amplifying means continuously changes the phase of the constant amplitude separation signal of the in-phase signal when the in-phase signal changes from positive to negative and from negative to positive, and the second LINC amplification The means is a LINC amplifier characterized in that the phase change of the constant amplitude separation signal of the orthogonal signal continues when the orthogonal signal changes from positive to negative and from negative to positive.
前記第1のLINC増幅手段の前記第1および第2の非線形増幅手段並びに前記第2のLINC増幅手段の前記第1および第2の非線形増幅手段の前段又は後段に、それぞれ周波数変換手段を挿入したことを特徴とするLINC増幅器。 The LINC amplifier according to claim 1 or 2,
Frequency conversion means is inserted in the first stage or the second stage of the first and second nonlinear amplification means of the first LINC amplification means and the first and second nonlinear amplification means of the second LINC amplification means, respectively. A LINC amplifier.
前記第1のLINC増幅手段の出力信号と前記第2のLINC増幅手段の出力信号を取り込み直交検波する直交検波手段と、該直交検波手段の検波結果に応じて前記第1のLINC増幅手段の出力信号又は前記第2のLINC増幅手段の出力信号の位相を調整し前記直交加算手段に入力する同相信号と直交信号との直交性を補正する移相手段とを設けたことを特徴とするLINC増幅器。 The LINC amplifier according to claim 1, 2 or 3,
Quadrature detection means for receiving and orthogonally detecting the output signal of the first LINC amplification means and the output signal of the second LINC amplification means, and the output of the first LINC amplification means according to the detection result of the quadrature detection means LINC comprising phase shift means for adjusting the phase of the signal or the output signal of the second LINC amplification means and correcting the orthogonality between the in-phase signal input to the quadrature addition means and the quadrature signal amplifier.
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