CN112464605A - Optimization method of millimeter wave low noise amplifier and phase shifter combined system - Google Patents

Optimization method of millimeter wave low noise amplifier and phase shifter combined system Download PDF

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CN112464605A
CN112464605A CN202011383550.8A CN202011383550A CN112464605A CN 112464605 A CN112464605 A CN 112464605A CN 202011383550 A CN202011383550 A CN 202011383550A CN 112464605 A CN112464605 A CN 112464605A
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noise amplifier
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金晶
许正奇
刘晓鸣
周健军
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Shanghai Jiao Tong University
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Abstract

一种毫米波低噪声放大器与移相器组合系统优化方法,通过设置变压器作为组合系统中的正交耦合器的主体部分,根据工作频率计算正交耦合器所需并联电容以及输出阻抗初始值,优化LNA的变压器反馈部分以使LNA的变压器两线圈等效电感之比的平方根n和耦合系数k1最大化,计算最优噪声情况下MOSFET的跨导,通过调节MOSFET直流偏置点和尺寸使实际跨导达到最优值。本发明针对LNA与PS组合系统和VMPS的缺点,结合RFFE中LNA的电路结构,通过复用QHC实现LNA的宽带噪声匹配,同时生成用于矢量调制的正交信号以实现有源移相,达到节省面积的目的。

Figure 202011383550

A method for optimizing a combined system of a millimeter-wave low-noise amplifier and a phase shifter. By setting the transformer as the main part of the quadrature coupler in the combined system, the parallel capacitance required by the quadrature coupler and the initial value of the output impedance are calculated according to the operating frequency, Optimize the transformer feedback part of the LNA to maximize the square root n of the ratio of the equivalent inductances of the two coils of the LNA and the coupling coefficient k 1 , calculate the transconductance of the MOSFET under the optimal noise condition, and adjust the MOSFET DC bias point and size to make The actual transconductance reaches the optimum value. Aiming at the shortcomings of the LNA and PS combined system and the VMPS, the invention combines the circuit structure of the LNA in the RFFE, realizes the broadband noise matching of the LNA by multiplexing the QHC, and generates a quadrature signal for vector modulation at the same time to realize the active phase shift. the purpose of saving space.

Figure 202011383550

Description

Optimization method of millimeter wave low noise amplifier and phase shifter combined system
Technical Field
The invention relates to a technology in the field of radio frequency communication, in particular to a combined design method of a millimeter wave low noise amplifier and a phase shifter based on a front-end of an orthogonal coupler.
Background
When the 5G mobile communication extends to a millimeter wave band, a multi-antenna phased array system is needed to be used for beam forming (beamforming), so that the problem of millimeter wave space signal attenuation is solved. The Phase Shifter (PS) is used as a core element of a phased array, and the resolution thereof directly determines the resolution of system beam forming, and the mainstream radio frequency phase shifter comprises various structures. The reflection-type phase shifter (RTPS) can realize continuous phase shifting without direct current power consumption, but has insufficient bandwidth and phase shifting range; the Switch Type Phase Shifter (STPS) is another passive structure, has good linearity, but large insertion loss and area; the active vector synthesis phase shifter (VMPS) has high resolution, moderate area, controllable insertion loss, but its bandwidth is still limited by the quadrature coupler. Meanwhile, impedance matching is required for a Low Noise Amplifier (LNA) in a Radio Frequency Front End (RFFE) and a phase shifter and an antenna, which causes additional area overhead and loss.
Disclosure of Invention
Aiming at the defects of low frequency, additional noise influence caused by unbalanced quadrature coupler (QHC) output and the like in the prior art, the invention provides an optimization method of a millimeter wave low-noise amplifier and phase shifter combined system, aiming at the defects of an LNA (low noise amplifier), a PS (packet switched amplifier) combined system and a VMPS (virtual packet switched), combining the circuit structure of an LNA in RFFE (radio frequency field effect), realizing the broadband noise matching of the LNA by multiplexing the QHC, and simultaneously generating a quadrature signal for vector modulation to realize active phase shift so as to achieve the purpose of saving area.
The invention is realized by the following technical scheme:
the invention sets transformer as the main part of the orthogonal coupler in the combined system, calculates the required parallel capacitance and the initial value of output impedance of the orthogonal coupler according to the working frequency, optimizes the feedback part of the LNA transformer to make the square root n and the coupling coefficient k of the ratio of the equivalent inductance of the two coils of the LNA transformer1And maximizing, calculating the transconductance of the MOSFET under the condition of optimal noise, and adjusting the direct current bias point and the size of the MOSFET to enable the actual transconductance to reach the optimal value.
The combined system comprises a quadrature coupler, a low noise amplifier group and a programmable gain amplifier which are connected in sequence, wherein: the quadrature coupler generates I, Q two paths of signals through single-end input, amplifies the signals through a CG-level low-noise amplifier group, and synthesizes and outputs differential signals after being modulated by a programmable gain amplifier.
The two coils of the transformer are equivalent to an inductor L3Identical and minimized while ensuring maximum coupling coefficient.
Preferably, when the LNA and QHC are not amplitude matched, n is reduced and g is readjustedmAnd the process is repeated until the condition that the LNA is matched with the QHC amplitude is met.
Technical effects
The invention integrally solves the problems that the bandwidth of the existing VMPS is greatly influenced by QHC or other multiphase generating networks, the impedance matching network between the LNA and the antenna and the VMPS brings large insertion loss and area overhead, and the QHC output is unbalanced to bring extra noise influence.
Compared with the prior art, the invention inserts the LNA into the VMPS and optimizes the noise and amplitude matching of the LNA input end, so that the QHC simultaneously realizes broadband impedance transformation, noise matching and orthogonal signal generation, reduces the requirement of an additional LNA impedance matching network, saves the area and improves the bandwidth. The QHC used for vector synthesis does not require output precision calibration, subject to subsequent PGA control. The invention connects QHC and LNA, avoids noise caused by insertion loss of the impedance matching network before LNA, and makes specific analysis on noise matching of LNA.
Drawings
FIG. 1 is a schematic diagram of an LNA-PS system;
FIG. 2 is a schematic diagram of QHC and first stage LNA;
FIG. 3 is a diagram of a transformer layout QHC;
in the figure: an input end IN, a straight-through end THRU, an isolation end ISO, a coupling end CPL, first to fourth metal layers 1-4 and a via hole 5;
FIG. 4 is a schematic diagram of a noise circle of LNA and the like;
FIG. 5 is a diagram of QHC output phase and insertion loss;
FIG. 6 is a graph of QHC return loss and output impedance;
FIG. 7 is a graph showing the noise figure of the LNA-PS system before and after noise matching.
Detailed Description
As shown in fig. 1, the present embodiment relates to a combined system, which includes a quadrature coupler QHC, a low noise amplifier LNA, and a programmable gain amplifier PGA connected in sequence, where: the quadrature coupler QHC generates I, Q two paths of signals through single-end input, amplifies the signals by a CG-level low noise amplifier LNA, and synthesizes and outputs differential signals after modulation by a programmable gain amplifier PGA.
And a two-turn or three-turn transformer is preferably adopted between the low-noise amplifier group LNA and the programmable gain amplifier PGA to realize impedance matching.
As shown in fig. 2 and 3, the quadrature coupler QHC includes: the main body part and input end IN, straight-through end THRU, isolation end ISO and coupling end CPL connected with the main body part respectively, the main body part includes: the QHC coils are respectively arranged between the input end IN and the straight-through end THRU, between the isolation end ISO and the coupling end CPL, have the same equivalent inductance value and are mutually coupled, the first capacitors are respectively arranged between the input end IN and the coupling end CPL and between the straight-through end THRU and the isolation end ISO, and the second capacitors are respectively arranged between the input end IN, the straight-through end THRU, the isolation end ISO and the coupling end CPL and the ground and have the same equivalent capacitance value.
The phase difference between the straight-through end THRU and the coupling end CPL is (90 +/-2) °, and the straight-through end THRU and the coupling end CPL are respectively connected with two same low noise amplifiers LNA.
The QHC coil, the first capacitor and the second capacitor meet the following conditions:
Figure BDA0002810348690000031
Figure BDA0002810348690000036
wherein: l is3Is the equivalent inductance of two coils, k2Is the coupling coefficient between two coils, RsIs the characteristic impedance of QHC, C1And C2The capacitance values of the first and second capacitors are respectively provided, thereby ensuring the electricity under the conditions of odd mode and even modeThe magnetic wave propagation speed is the same.
As shown in fig. 1 and 2, the CG-stage LNA includes two identical LNA, and negative feedback (-a) from gate to source is implemented by using a transformer of the LNA, so as to improve effective transconductance (Gm-boosting), reduce noise figure, and reduce dc power consumption.
Noise figure of each low noise amplifier
Figure BDA0002810348690000032
Wherein: k is a radical of1The coupling coefficient of the transformer used for the Gm-boosting LNA, n is two coils (L in FIG. 2)1And L2) Square root of ratio of sensitivity, gmIs MOSFET transconductance, RsIs the output impedance of QHC, γ is the noise parameter of the MOSFET, gd0Is the drain-source conductance at a drain-source voltage of 0, delta is the gate noise figure of the MOSFET,
Figure BDA0002810348690000033
omega is angular frequency, CgsIs the parasitic capacitance of MOSFET gate source.
The feedback coefficient A of the low noise amplifier is nk1
When noise factor FCGMinimum optimum quadrature coupler output impedance
Figure BDA0002810348690000034
Wherein: alpha is gmAnd gd0Ratio of the noise to the noise, the corresponding minimum noise figure
Figure BDA0002810348690000035
It can be seen that by increasing gmOr increase A (i.e., nk)1) The minimum noise can be reduced, the former can be realized by adjusting the direct current bias point and the size of the MOSFET, and the latter can be realized by enhancing the coupling of the transformer and improving the ratio of the equivalent inductances of the two coils. While taking alpha and g into accountmIn direct proportion, both methods will reduce Rs. At the same time, the effect of feedback on the input impedance is taken into accountIn response, the input impedance of the LNA may be approximately expressed as 1/gmAnd CgsParallel and divide by (1+ A). Thus, both methods reduce the output impedance of the LNA, which makes noise matching and amplitude matching non-contradictory.
In summary, the method for optimizing the QHC and LNA combined system according to this embodiment includes the following steps:
firstly, designing a transformer which can be realized by a process as a QHC main body part to ensure that two coils of the transformer have equivalent inductance L3Equal and as small as possible while ensuring a coupling coefficient greater than 0.7.
And secondly, calculating the parallel capacitance required by the orthogonal coupler according to the current working frequency.
And thirdly, calculating the output impedance of the orthogonal coupler as an initial value according to the current working frequency.
Fourthly, designing a transformer which can be realized by the process to be used as a feedback part of the LNA first-stage MOSFET so that the square root n of the ratio of the two coil equivalent inductances is as large as possible and the coupling coefficient k1Greater than 0.75.
Fifthly, calculating transconductance g of the MOSFET under the optimal noisem,optIncreasing the direct current bias voltage at the grid end of the MOSFET and increasing the width-to-length ratio to enable gmAnd gm,optAre equal.
And sixthly, when the input impedance of the LNA is different from the optimal QHC output impedance, returning to the fourth step, and decreasing n by taking 0.05 as a typical step, and repeating the steps until the condition that the input impedance of the LNA is the same as the optimal QHC output impedance is met.
As shown IN fig. 3, the basic structure of the quadrature coupler implemented according to the above method is that the coil disposed between the input terminal IN and the through terminal THRU is made of metal 1 and metal 3, and the coil disposed between the isolation terminal ISO and the coupling terminal CPL is made of metal 2 and metal 4. The two coils have the same equivalent inductance, and two layers of metal of the same coil are connected by a via hole 5.
The total thickness of the two coils needs to be as close as possible so that the equivalent inductance values of the two coils are the same. For increased coupling coefficient, the width of the coil was set to 1/5 of the transformer inner diameter.
Passing toolIn practical experiments, under the specific environment setting that the working frequency is 30GHz, R is useds=10Ω、k2=0.73、L3The above process was run at 58pH parameters and the results at the completion of the design are shown in figures 4 to 6.
The noise matching results are shown in fig. 4, where the LNA input impedance curve is tangent to a circle with a noise figure of 2.5 dB.
The output phase and insertion loss results of QHC are shown in fig. 5, and the operating frequency range of QHC is 10GHz to 40GHz within the phase error range of 1 °. The insertion loss of the two output ends is 3.5dB when the insertion loss is the same, and the additional 0.5dB loss is caused by the structure because the subsequent two paths compensate the 3dB gain after vector synthesis is carried out.
The broadband impedance transformation characteristic of QHC is shown in fig. 6, and when f is 30GHz during the characteristic impedance changes from 10 ohms to 70 ohms, the return loss is always kept below-17 dB, which proves that the characteristic impedance can be adjusted according to the requirement.
The noise figure of the LNA-PS system before and after noise matching is shown in FIG. 7, k1=0.79、n=1.71、L1=320pH、L2The 3-dB bandwidth of the LNA-PS system is 26-34GHz at 110, and a minimum noise figure of 5.2dB is achieved at 32 GHz. The minimum noise coefficient of the structure is 5.2dB, and 6.2dB is reduced compared with the condition that LNA and QHC are independently designed and directly connected without noise matching.
In the embodiment, for a specified characteristic impedance, in combination with the structure of fig. 3, the metal layer with the closest total thickness is selected by using the current process, so that the equivalent inductances of the two coils are the same and are as low as possible, and a coupling coefficient as high as possible is realized; iterative optimization is used to achieve simultaneous matching of QHC and LNA for amplitude and noise.
The foregoing embodiments may be modified in many different ways by those skilled in the art without departing from the spirit and scope of the invention, which is defined by the appended claims and all changes that come within the meaning and range of equivalency of the claims are therefore intended to be embraced therein.

Claims (10)

1.一种毫米波低噪声放大器与移相器组合系统优化方法,其特征在于,通过设置变压器作为组合系统中的正交耦合器的主体部分,根据工作频率计算正交耦合器所需并联电容以及输出阻抗初始值,优化LNA的变压器反馈部分以使LNA的变压器两线圈等效电感之比的平方根n和耦合系数k1最大化,计算最优噪声情况下MOSFET的跨导,通过调节MOSFET直流偏置点和尺寸使实际跨导达到最优值;1. a millimeter-wave low-noise amplifier and a phase shifter combined system optimization method, it is characterized in that, by setting transformer as the main part of the quadrature coupler in the combined system, calculate the required parallel capacitance of the quadrature coupler according to the operating frequency and the initial value of the output impedance, optimize the transformer feedback part of the LNA to maximize the square root n of the ratio of the equivalent inductance of the two coils of the LNA and the coupling coefficient k 1 , calculate the transconductance of the MOSFET under the optimal noise condition, and adjust the MOSFET DC by adjusting Bias point and size to optimize actual transconductance; 所述的组合系统,包括依次相连的正交耦合器、低噪声放大器组以及可编程增益放大器,其中:正交耦合器经单端输入产生I、Q两路信号并通过CG级的低噪声放大器组放大,经可编程增益放大器调制后合成输出差分信号。The combined system includes a quadrature coupler, a low-noise amplifier group and a programmable gain amplifier connected in sequence, wherein: the quadrature coupler generates I and Q two-way signals through a single-ended input and passes through a CG-level low-noise amplifier. Group amplification, modulated by a programmable gain amplifier, and then synthesized to output differential signals. 2.根据权利要求1所述的毫米波低噪声放大器与移相器组合系统优化方法,其特征是,所述的变压器的两线圈等效电感L3相同并最小化,同时保证最大化耦合系数。2. The method for optimizing a combined system of a millimeter-wave low-noise amplifier and a phase shifter according to claim 1, wherein the equivalent inductance L 3 of the two coils of the transformer is the same and minimized, while ensuring that the coupling coefficient is maximized . 3.根据权利要求1或2所述的毫米波低噪声放大器与移相器组合系统优化方法,其特征是,当LNA与QHC未幅度匹配,降低n并重新调节gm,如此往复直至满足LNA与QHC幅度匹配的条件。3. The millimeter-wave low-noise amplifier and phase shifter combined system optimization method according to claim 1 or 2, characterized in that, when LNA and QHC are not matched in amplitude, reduce n and re-adjust g m , and reciprocate like this until LNA is satisfied Conditions that match the QHC amplitude. 4.根据权利要求1所述的毫米波低噪声放大器与移相器组合系统优化方法,其特征是,所述的正交耦合器包括:主体部分以及分别与之相连的输入端IN、直通端THRU、隔离端ISO与耦合端CPL,该主体部分包括:分别设置于输入端IN和直通端THRU之间以及设置于隔离端ISO和耦合端CPL之间的等效感值相同且互相耦合的QHC线圈、分别设置于输入端IN和耦合端CPL之间以及设置于直通端THRU和隔离端ISO之间的等效容值相同的第一电容、分别设置于输入端IN、直通端THRU、隔离端ISO与耦合端CPL与地之间的等效容值相同的第二电容。4. The method for optimizing a combined system of a millimeter-wave low-noise amplifier and a phase shifter according to claim 1, wherein the quadrature coupler comprises: a main body part and an input terminal IN and a straight-through terminal respectively connected to it. THRU, the isolation terminal ISO and the coupling terminal CPL, the main part includes: QHCs with the same equivalent inductance value and coupled to each other respectively arranged between the input terminal IN and the straight-through terminal THRU and between the isolation terminal ISO and the coupling terminal CPL The coil, the first capacitors with the same equivalent capacitance are respectively arranged between the input end IN and the coupling end CPL and between the through end THRU and the isolation end ISO, respectively arranged at the input end IN, the through end THRU and the isolation end A second capacitor with the same equivalent capacitance between ISO, the coupling terminal CPL and the ground. 5.根据权利要求3所述的毫米波低噪声放大器与移相器组合系统优化方法,其特征是,所述的直通端THRU和耦合端CPL的相位差为(90±2)°且分别与两个相同的低噪声放大器LNA相连。5. The millimeter-wave low-noise amplifier and phase shifter combined system optimization method according to claim 3, wherein the phase difference of the straight-through end THRU and the coupling end CPL is (90±2)° and is respectively Two identical low noise amplifiers LNA are connected. 6.根据权利要求3所述的毫米波低噪声放大器与移相器组合系统优化方法,其特征是,所述的QHC线圈、第一电容和第二电容满足:
Figure FDA0002810348680000011
其中:L3为两个线圈的等效感值,k2为两个线圈之间的耦合系数,Rs为QHC的特征阻抗,C1和C2分别为第一和第二电容的容值,从而保证奇模和偶模情况下电磁波传播速度相同。
6. The millimeter-wave low-noise amplifier and phase shifter combined system optimization method according to claim 3, wherein the QHC coil, the first capacitor and the second capacitor satisfy:
Figure FDA0002810348680000011
Where: L 3 is the equivalent inductance of the two coils, k 2 is the coupling coefficient between the two coils, R s is the characteristic impedance of the QHC, C 1 and C 2 are the capacitances of the first and second capacitors, respectively , so as to ensure that the electromagnetic wave propagates at the same speed in the odd and even modes.
7.根据权利要求3所述的毫米波低噪声放大器与移相器组合系统优化方法,其特征是,所述的CG级的低噪声放大器组LNA包括两个相同的低噪声放大器,通过使用低噪声放大器的变压器实现栅端至源端的负反馈(-A),从而提高有效跨导(Gm-boosting)、降低噪声系数和直流功耗。7. The method for optimizing a combined system of a millimeter-wave low-noise amplifier and a phase shifter according to claim 3, wherein the CG-level low-noise amplifier group LNA comprises two identical low-noise amplifiers, by using low-noise amplifiers. The transformer of the noise amplifier achieves negative feedback (-A) from the gate to the source, thereby improving the effective transconductance (Gm-boosting), reducing the noise figure and DC power dissipation. 8.根据权利要求7所述的毫米波低噪声放大器与移相器组合系统优化方法,其特征是,每个低噪声放大器的噪声系数
Figure FDA0002810348680000021
其中:k1为Gm-boosting低噪声放大器所用变压器的耦合系数,n为变压器中两线圈感值之比的平方根,gm为MOSFET跨导,Rs为QHC的输出阻抗,γ为MOSFET的噪声参数,gd0为漏源电压为0时的漏源电导,δ为MOSFET的栅极噪声系数,
Figure FDA0002810348680000022
ω为角频率,Cgs为MOSFET栅源寄生电容。
8. The method for optimizing a combined system of a millimeter-wave low-noise amplifier and a phase shifter according to claim 7, wherein the noise figure of each low-noise amplifier is
Figure FDA0002810348680000021
Where: k 1 is the coupling coefficient of the transformer used in the Gm-boosting LNA, n is the square root of the ratio of the inductance values of the two coils in the transformer, g m is the MOSFET transconductance, R s is the output impedance of the QHC, and γ is the noise of the MOSFET parameters, g d0 is the drain-source conductance when the drain-source voltage is 0, δ is the gate noise figure of the MOSFET,
Figure FDA0002810348680000022
ω is the corner frequency, and C gs is the MOSFET gate-source parasitic capacitance.
9.根据权利要求7所述的毫米波低噪声放大器与移相器组合系统优化方法,其特征是,所述的低噪声放大器的反馈系数A=nk19 . The method for optimizing a combined system of a millimeter-wave low-noise amplifier and a phase shifter according to claim 7 , wherein the feedback coefficient of the low-noise amplifier is A=nk 1 . 10.根据权利要求7所述的毫米波低噪声放大器与移相器组合系统优化方法,其特征是,当噪声系数FCG最小时的最优正交耦合器输出阻抗
Figure FDA0002810348680000023
其中:α为gm与gd0之比,则对应的最小噪声系数
Figure FDA0002810348680000024
10. The method for optimizing a combined system of a millimeter-wave low noise amplifier and a phase shifter according to claim 7, wherein the optimal quadrature coupler output impedance when the noise coefficient F CG is the smallest
Figure FDA0002810348680000023
Where: α is the ratio of g m to g d0 , then the corresponding minimum noise figure
Figure FDA0002810348680000024
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