CN109193773B - Method and device for controlling predicted power of double feeders - Google Patents

Method and device for controlling predicted power of double feeders Download PDF

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CN109193773B
CN109193773B CN201811149720.9A CN201811149720A CN109193773B CN 109193773 B CN109193773 B CN 109193773B CN 201811149720 A CN201811149720 A CN 201811149720A CN 109193773 B CN109193773 B CN 109193773B
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power
value
voltage
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CN109193773A (en
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张永昌
焦健
徐东林
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North China University of Technology
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    • H02J3/386
    • HELECTRICITY
    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02PCONTROL OR REGULATION OF ELECTRIC MOTORS, ELECTRIC GENERATORS OR DYNAMO-ELECTRIC CONVERTERS; CONTROLLING TRANSFORMERS, REACTORS OR CHOKE COILS
    • H02P9/00Arrangements for controlling electric generators for the purpose of obtaining a desired output
    • H02P9/007Control circuits for doubly fed generators
    • HELECTRICITY
    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02PCONTROL OR REGULATION OF ELECTRIC MOTORS, ELECTRIC GENERATORS OR DYNAMO-ELECTRIC CONVERTERS; CONTROLLING TRANSFORMERS, REACTORS OR CHOKE COILS
    • H02P9/00Arrangements for controlling electric generators for the purpose of obtaining a desired output
    • H02P9/10Control effected upon generator excitation circuit to reduce harmful effects of overloads or transients, e.g. sudden application of load, sudden removal of load, sudden change of load
    • H02P9/105Control effected upon generator excitation circuit to reduce harmful effects of overloads or transients, e.g. sudden application of load, sudden removal of load, sudden change of load for increasing the stability
    • HELECTRICITY
    • H02GENERATION; CONVERSION OR DISTRIBUTION OF ELECTRIC POWER
    • H02PCONTROL OR REGULATION OF ELECTRIC MOTORS, ELECTRIC GENERATORS OR DYNAMO-ELECTRIC CONVERTERS; CONTROLLING TRANSFORMERS, REACTORS OR CHOKE COILS
    • H02P2101/00Special adaptation of control arrangements for generators
    • H02P2101/15Special adaptation of control arrangements for generators for wind-driven turbines
    • YGENERAL TAGGING OF NEW TECHNOLOGICAL DEVELOPMENTS; GENERAL TAGGING OF CROSS-SECTIONAL TECHNOLOGIES SPANNING OVER SEVERAL SECTIONS OF THE IPC; TECHNICAL SUBJECTS COVERED BY FORMER USPC CROSS-REFERENCE ART COLLECTIONS [XRACs] AND DIGESTS
    • Y02TECHNOLOGIES OR APPLICATIONS FOR MITIGATION OR ADAPTATION AGAINST CLIMATE CHANGE
    • Y02EREDUCTION OF GREENHOUSE GAS [GHG] EMISSIONS, RELATED TO ENERGY GENERATION, TRANSMISSION OR DISTRIBUTION
    • Y02E10/00Energy generation through renewable energy sources
    • Y02E10/70Wind energy
    • Y02E10/76Power conversion electric or electronic aspects

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  • Control Of Eletrric Generators (AREA)
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Abstract

The invention discloses a method and a device for controlling the predicted power of a double feeder, comprising the following steps: generating a traditional active power differential expression and an extended reactive power differential expression by combining a traditional active power expression and an extended reactive power expression with a double-fed motor mathematical model; discretizing the obtained differential expression by using a first-order Euler discrete method, and calculating a power value at the next moment according to the power value at the current moment; calculating a target rotor voltage vector reference value according to the obtained power value at the next moment by utilizing a dead-beat prediction power control method; and obtaining three voltage vectors required by the reference value of the target rotor voltage vector and action time thereof by utilizing a Space Vector Pulse Width Modulation (SVPWM) technology, and finally obtaining a driving signal for driving a switching tube of the inverter.

Description

一种双馈电机预测功率控制方法和装置A method and device for predictive power control of a doubly-fed machine

技术领域technical field

本发明涉及双馈电机风力发电领域,特别是指一种双馈电机预测功率控制方法和装置。The invention relates to the field of wind power generation of doubly-fed electric machines, in particular to a method and device for predicting power of doubly-fed electric machines.

背景技术Background technique

传统的双馈电机控制通常建立在理想电网基础上,当发生不平衡故障时,电网会产生负序分量,导致定子电压、定子电流以及转子电流中出现负序分量,电磁转矩出现较大的脉动,输送向电网的功率发生震荡。因此需要研究不平衡电网下双馈电机的高性能控制策略来实现定转子绕组中负序电流的消除或者抑制有功功率和无功功率的二倍频波动。The traditional DFIG control is usually based on an ideal power grid. When an unbalanced fault occurs, the power grid will generate negative sequence components, resulting in negative sequence components in the stator voltage, stator current and rotor current, and the electromagnetic torque will appear larger. Pulsation, where the power delivered to the grid oscillates. Therefore, it is necessary to study the high-performance control strategy of DFIG under unbalanced power grid to eliminate the negative sequence current in the stator and rotor windings or suppress the double-frequency fluctuation of active power and reactive power.

目前,有许多文献涉及不平衡电网下的双馈电机控制策略,如《IEEETransactions on Power Electronics》2010年第25卷第2期的文献《Direct PowerControl of Doubly-Fed-Induction-Generator-Based Wind Turbines UnderUnbalanced Grid voltage》提出一种不平衡电网下双馈电机的直接功率控制(DPC)方法,通过推导得出各种控制目标下的功率补偿值,将其直接与原有功率参考值进行叠加,实现了消除转矩脉动和维持定子电流正弦的控制目标,但是这种方法的稳态性能受限于开关矢量表和滞环比较器,功率波动和电流畸变都很大。At present, there are many literatures concerning the control strategy of DFIG under unbalanced grid, such as "Direct Power Control of Doubly-Fed-Induction-Generator-Based Wind Turbines Under Unbalanced" in "IEEE Transactions on Power Electronics" Vol. 25, No. 2, 2010 Grid voltage" proposes a direct power control (DPC) method for doubly-fed generators in unbalanced power grids. By deriving the power compensation value under various control objectives, it is directly superimposed with the original power reference value to achieve The control objective of eliminating torque ripple and maintaining the stator current sinusoidal, but the steady-state performance of this method is limited by the switching vector table and hysteresis comparator, power fluctuation and current distortion are large.

现有文献中大多数方法是基于传统功率理论解决问题的,但是采用传统功率定义的控制方法在实现控制目标时增加了系统的复杂度,不利于实施和应用。《IEEETransactions on Power Delivery》2006年第21卷第3期的文献《Modeling and Analysisof Instantaneous Active and Reactive Power for PWM AC/DC Converter UnderGeneralized Unbalanced Network》中提出了扩展的瞬时无功功率理论,这种扩展无功功率具体表示为电流与电压延迟信号的点积,相比传统无功功率定义更加适用于不平衡电网下的功率控制。但目前尚缺少这种新型功率定义在双馈电机预测控制领域中的应用,以简化双馈电机在不平衡电网下的控制策略,以提升其稳态性能。Most of the methods in the existing literature solve the problem based on the traditional power theory, but the control method using the traditional power definition increases the complexity of the system when achieving the control target, which is not conducive to implementation and application. The extended instantaneous reactive power theory is proposed in "Modeling and Analysis of Instantaneous Active and Reactive Power for PWM AC/DC Converter UnderGeneralized Unbalanced Network" in "IEEE Transactions on Power Delivery", Vol. 21, No. 3, 2006. Power is specifically expressed as the dot product of current and voltage delay signals, which is more suitable for power control in unbalanced grids than the traditional definition of reactive power. However, there is still a lack of application of this new power definition in the field of predictive control of DFIGs to simplify the control strategy of DFIGs in unbalanced grids to improve their steady-state performance.

发明内容SUMMARY OF THE INVENTION

有鉴于此,本发明的目的在于提出一种简化控制系统结构的双馈电机预测功率控制方法和装置,提升控制的稳态性能。In view of this, the purpose of the present invention is to provide a method and device for predictive power control of a doubly-fed machine that simplifies the structure of the control system, so as to improve the steady-state performance of the control.

基于上述目的,本发明提供的双馈电机预测功率控制方法,包括:Based on the above purpose, the method for predictive power control of a doubly-fed machine provided by the present invention includes:

对传统有功功率的表达式和扩展无功功率的表达式利用双馈电机数学模型生成传统有功功率微分表达式和扩展无功功率微分表达式;For the expression of traditional active power and the expression of extended reactive power, the traditional active power differential expression and the extended reactive power differential expression are generated by using the mathematical model of the doubly-fed machine;

利用一阶欧拉离散方法,将得到的所述微分表达式离散化,由当前时刻功率值计算下一时刻功率值;Using the first-order Euler discretization method, the obtained differential expression is discretized, and the power value at the next moment is calculated from the power value at the current moment;

利用无差拍预测功率控制的方法,根据得到的所述下一时刻功率值计算目标转子电压矢量参考值;Using the deadbeat predictive power control method, calculate the target rotor voltage vector reference value according to the obtained power value at the next moment;

利用空间矢量脉宽调制技术SVPWM,得到所述目标转子电压矢量参考值所需要的三个电压矢量及其作用时间,最终得到驱动逆变器开关管的驱动信号。Using the space vector pulse width modulation technology SVPWM, the three voltage vectors and their action time required for the target rotor voltage vector reference value are obtained, and finally the drive signal for driving the inverter switch tube is obtained.

进一步的,所述对传统有功功率的表达式和扩展无功功率的表达式利用双馈电机数学模型生成传统有功功率微分表达式和扩展无功功率微分表达式,步骤包括:Further, the traditional active power differential expression and the extended reactive power differential expression are generated by using the mathematical model of the doubly-fed machine to the expression of the traditional active power and the expression of the extended reactive power, and the steps include:

设定子电压为us,定子电流为isSet the sub- voltage as us and the stator current as is;

设传统有功功率表示为Ps,扩展无功功率表示为

Figure BDA0001817655530000021
Let the traditional active power be expressed as P s and the extended reactive power as
Figure BDA0001817655530000021

根据双馈电机数学模型,定义传统有功功率表达式为

Figure BDA0001817655530000022
扩展无功功率表达式为
Figure BDA0001817655530000023
其中u′s为延时1/4T后的定子电压,“*”表示该变量的共轭值;According to the mathematical model of DFIG, the traditional active power expression is defined as
Figure BDA0001817655530000022
The extended reactive power expression is
Figure BDA0001817655530000023
where u' s is the stator voltage after a delay of 1/4T, "*" represents the conjugate value of the variable;

结合双馈电机方程,生成所述传统有功功率微分表达式为

Figure BDA0001817655530000024
和扩展无功功率微分表达式为
Figure BDA0001817655530000025
其中,
Figure BDA0001817655530000026
Lm,Ls,Lr分别为互感、定子自感和转子自感,Rs,Rr为定子电阻和转子电阻,ur为转子侧电压,ir为转子电流值,ωsrsl,为当前时刻的双馈电机同步速、转速和转差速,ψs为定子磁链值,r、s、m分别表示转子侧变量、定子侧变量和互感变量。Combined with the doubly-fed machine equation, the traditional active power differential expression is generated as
Figure BDA0001817655530000024
and the extended reactive power differential expression is
Figure BDA0001817655530000025
in,
Figure BDA0001817655530000026
L m , L s , L r are mutual inductance, stator self-inductance and rotor self-inductance, R s , R r are stator resistance and rotor resistance, ur r is rotor side voltage, ir is rotor current value, ω s , ω r , ω sl , are the synchronous speed, rotational speed and differential speed of the DFIG at the current moment, ψ s is the stator flux linkage value, and r, s, and m represent the rotor-side variable, stator-side variable and mutual inductance variable, respectively.

进一步的,所述利用一阶欧拉离散方法,将得到的所述微分表达式离散化,由当前时刻功率值计算下一时刻功率值步骤包括:Further, the first-order Euler discretization method is used to discretize the obtained differential expression, and the step of calculating the power value at the next moment from the power value at the current moment includes:

利用一阶欧拉离散方法将得到的所述传统有功功率微分表达式和扩展无功功率微分表达式离散化,得到离散方法的表达式

Figure BDA0001817655530000031
Figure BDA0001817655530000032
其中上标“k”为变量在当前时刻的值,上标“k+1”为变量在下一时刻的值,Ts为系统控制周期;Using the first-order Euler discretization method to discretize the obtained traditional active power differential expression and extended reactive power differential expression, the expression of the discrete method is obtained
Figure BDA0001817655530000031
and
Figure BDA0001817655530000032
The superscript "k" is the value of the variable at the current moment, the superscript "k+1" is the value of the variable at the next moment, and T s is the system control period;

通过公式:Via the formula:

Figure BDA0001817655530000033
Figure BDA0001817655530000033

Figure BDA0001817655530000034
Figure BDA0001817655530000034

利用得到的所述传统有功功率微分表达式、扩展无功功率微分表达式和k时刻计算得到的功率值,计算k+1时刻的功率值。Using the obtained traditional active power differential expression, extended reactive power differential expression and the power value calculated at time k, the power value at time k+1 is calculated.

进一步的,所述利用无差拍预测功率控制的方法,根据得到的所述下一时刻功率值计算目标转子电压矢量参考值步骤包括:Further, in the method for predicting power control using deadbeat, the step of calculating the target rotor voltage vector reference value according to the obtained power value at the next moment includes:

设传统有功功率参考值表示为

Figure BDA0001817655530000035
扩展无功功率参考值表示为
Figure BDA0001817655530000036
目标转子电压矢量参考值表示为
Figure BDA0001817655530000037
Let the traditional active power reference value be expressed as
Figure BDA0001817655530000035
The extended reactive power reference value is expressed as
Figure BDA0001817655530000036
The target rotor voltage vector reference value is expressed as
Figure BDA0001817655530000037

Figure BDA0001817655530000038
Figure BDA0001817655530000038

通过公式:

Figure BDA0001817655530000039
将下一时刻的功率值定义为功率参考值;Via the formula:
Figure BDA0001817655530000039
Define the power value at the next moment as the power reference value;

根据得到的所述离散方法表达式,利用功率无差拍预测控制的方法,通过公式:

Figure BDA00018176555300000310
计算转子侧参考电压矢量,其中,
Figure BDA00018176555300000311
下标“dq”表示转子坐标系中的dq轴,下标“sd”表示定子侧变量在转子坐标系d轴上的值,下标“sq”表示定子侧变量在转子坐标系q轴上的值,下标“rd”表示转子侧变量在转子坐标系d轴上的值,下标“rq”表示转子侧变量在转子坐标系q轴上的值;According to the obtained expression of the discrete method, using the power deadbeat predictive control method, the formula is:
Figure BDA00018176555300000310
Calculate the rotor-side reference voltage vector, where,
Figure BDA00018176555300000311
The subscript "dq" represents the dq axis in the rotor coordinate system, the subscript "sd" represents the value of the stator side variable on the d axis of the rotor coordinate system, and the subscript "sq" represents the stator side variable on the q axis of the rotor coordinate system. value, the subscript "rd" represents the value of the rotor-side variable on the d-axis of the rotor coordinate system, and the subscript "rq" represents the value of the rotor-side variable on the q-axis of the rotor coordinate system;

通过公式:

Figure BDA0001817655530000041
计算目标转子电压矢量参考值。Via the formula:
Figure BDA0001817655530000041
Calculates the target rotor voltage vector reference.

进一步的,利用空间矢量脉宽调制技术SVPWM合成得到的所述目标转子电压矢量参考值

Figure BDA0001817655530000042
的三个电压矢量v0,v1,v2及其作用时间t0,t1,t2,最终得到驱动逆变器开关管的驱动信号。Further, the target rotor voltage vector reference value obtained by using the space vector pulse width modulation technology SVPWM synthesis
Figure BDA0001817655530000042
The three voltage vectors v 0 , v 1 , v 2 and their action times t 0 , t 1 , t 2 finally obtain the drive signal for driving the switch tube of the inverter.

另一方面,本发明还提供一种双馈电机预测功率控制装置,包括:On the other hand, the present invention also provides a doubly-fed machine predictive power control device, comprising:

双向直流源、双馈电机、可回收式电网模拟器、电压电流采样电路、DSP控制器和驱动电路;Bidirectional DC source, doubly-fed motor, recyclable grid simulator, voltage and current sampling circuit, DSP controller and drive circuit;

其中,电压电流采样电路利用电压霍尔传感器和电流霍尔传感器分别采集直流母线电压、双馈电机定子侧两相电压、双馈电机定子侧两相电流和转子侧两相电流,采样信号经过信号调理电路后进入DSP控制器转换为数字信号;Among them, the voltage and current sampling circuit uses the voltage Hall sensor and the current Hall sensor to collect the DC bus voltage, the two-phase voltage on the stator side of the DFIG, the two-phase current on the stator side and the two-phase current on the rotor side of the DFIG respectively. After conditioning the circuit, it enters the DSP controller and converts it into a digital signal;

DSP控制器完成所述的双馈电机柔性功率控制方法,输出六路开关脉冲,然后经过驱动电路后得到逆变器的六个开关管的驱动信号。The DSP controller completes the flexible power control method of the doubly-fed motor, outputs six switching pulses, and then obtains the driving signals of the six switching tubes of the inverter after passing through the driving circuit.

从上面所述可以看出,本发明提供的双馈电机预测功率控制方法和装置,通过采用扩展无功功率定义的控制方法,无需计算额外的功率补偿值即可实现消除有功功率和扩展无功功率二倍频波动,并实现定子电流正弦不畸变,简化了控制系统结构,显著提升控制的稳态性能;在平衡电网下,本发明采用的扩展无功功率和传统有功功率效果相同,本发明提出的双馈电机预测功率控制方法完全适用于平衡电网下的控制;通过采用空间矢量脉宽调制技术,进一步提升控制的稳态性能。As can be seen from the above, the method and device for predictive power control of a doubly-fed motor provided by the present invention can eliminate active power and extend reactive power without calculating additional power compensation values by adopting the control method of extending the definition of reactive power. The power fluctuates at twice the frequency, and the stator current is not distorted, which simplifies the control system structure and significantly improves the steady-state performance of the control. The proposed DFIG predictive power control method is completely suitable for the control under the balanced grid; by using the space vector pulse width modulation technology, the steady-state performance of the control is further improved.

附图说明Description of drawings

为了更清楚地说明本发明实施例或现有技术中的技术方案,下面将对实施例或现有技术描述中所需要使用的附图作简单地介绍,显而易见地,下面描述中的附图仅仅是本发明的一些实施例,对于本领域普通技术人员来讲,在不付出创造性劳动的前提下,还可以根据这些附图获得其他的附图。In order to explain the embodiments of the present invention or the technical solutions in the prior art more clearly, the following briefly introduces the accompanying drawings that need to be used in the description of the embodiments or the prior art. Obviously, the accompanying drawings in the following description are only These are some embodiments of the present invention. For those of ordinary skill in the art, other drawings can also be obtained according to these drawings without creative efforts.

图1为本发明提供的双馈电机预测功率控制方法实施例流程图;1 is a flowchart of an embodiment of a method for predicting power of a doubly-fed machine provided by the present invention;

图2为基于本发明提供的双馈电机预测功率控制方法的原理框图;Fig. 2 is the principle block diagram based on the predictive power control method of DFIG provided by the present invention;

图3为本发明提供的双馈电机预测功率控制装置硬件结构示意图;3 is a schematic diagram of the hardware structure of the doubly-fed machine predictive power control device provided by the present invention;

图4为不平衡电网下基于扩展无功功率的双馈电机预测功率控制一个实施例的稳态仿真波形;4 is a steady-state simulation waveform of an embodiment of the predicted power control of a doubly-fed motor based on extended reactive power under an unbalanced power grid;

图5为不平衡电网下基于扩展无功功率的双馈电机预测功率控制一个实施例的稳态实验波形;5 is a steady-state experimental waveform of an embodiment of the predicted power control of a doubly-fed machine based on extended reactive power under an unbalanced power grid;

图6为图5中所示的稳态实验波形中定子一相电流的THD。FIG. 6 is the THD of the stator one-phase current in the steady state experimental waveform shown in FIG. 5 .

具体实施方式Detailed ways

为使本发明的目的、技术方案和优点更加清楚明白,以下结合具体实施例,并参照附图,对本发明进一步详细说明。In order to make the objectives, technical solutions and advantages of the present invention clearer, the present invention will be further described in detail below with reference to specific embodiments and accompanying drawings.

如图1所示,为本发明提供的双馈电机预测功率控制方法实施例流程图,包括:As shown in FIG. 1, it is a flowchart of an embodiment of a method for predicting power of a doubly-fed machine provided by the present invention, including:

步骤101,对传统有功功率的表达式和扩展无功功率的表达式利用双馈电机数学模型生成传统有功功率微分表达式和扩展无功功率微分表达式,步骤包括:In step 101, the traditional active power differential expression and the extended reactive power differential expression are generated by using the mathematical model of the doubly-fed machine for the expression of the traditional active power and the expression of the extended reactive power, and the steps include:

设定子电压为us,定子电流为isSet the sub- voltage as us and the stator current as is;

设传统有功功率表示为Ps,扩展无功功率表示为

Figure BDA0001817655530000051
Let the traditional active power be expressed as P s and the extended reactive power as
Figure BDA0001817655530000051

根据双馈电机数学模型,定义传统有功功率表达式为

Figure BDA0001817655530000052
扩展无功功率表达式为
Figure BDA0001817655530000053
其中“*”表示该变量的共轭值,u′s为延时1/4T后的定子电压;According to the mathematical model of DFIG, the traditional active power expression is defined as
Figure BDA0001817655530000052
The extended reactive power expression is
Figure BDA0001817655530000053
Among them, "*" represents the conjugate value of the variable, and u' s is the stator voltage after a delay of 1/4T;

基于上式,结合双馈电机方程,生成传统有功功率微分表达式为:Based on the above formula, combined with the doubly-fed machine equation, the traditional differential expression of active power is generated as:

Figure BDA0001817655530000054
生成扩展无功功率微分表达式为:
Figure BDA0001817655530000054
The generated extended reactive power differential expression is:

Figure BDA0001817655530000055
Figure BDA0001817655530000055

其中,

Figure BDA0001817655530000056
Lm,Ls,Lr为互感、定子自感和转子自感,Rs,Rr为定子电阻和转子电阻,ur为转子侧电压,ir为转子电流值,ωsrsl,为当前时刻的双馈电机同步速、转速和转差速,ψs为定子磁链值,r、s、m分别表示转子侧变量,定子侧变量和互感变量。in,
Figure BDA0001817655530000056
L m , L s , L r are mutual inductance, stator self-inductance and rotor self-inductance, R s , R r are stator resistance and rotor resistance, ur r is rotor side voltage, ir is rotor current value, ω s , ω rsl , is the synchronous speed, rotational speed and differential speed of the doubly-fed motor at the current moment, ψ s is the stator flux linkage value, r, s, m represent the rotor side variable, the stator side variable and the mutual inductance variable, respectively.

步骤102,采用一阶欧拉离散的方法,将步骤101得到的微分表达式离散化,由当前K时刻功率值计算下一时刻K+1时刻功率值,步骤包括:In step 102, the first-order Euler discretization method is used to discretize the differential expression obtained in step 101, and the power value at the next moment K+1 is calculated from the power value at the current moment K, and the steps include:

利用一阶欧拉离散方法将得到的传统有功功率微分表达式和扩展无功功率微分表达式离散化,得到离散方法的表达式为:Using the first-order Euler discretization method to discretize the obtained traditional differential expression of active power and extended differential expression of reactive power, the expression obtained by the discrete method is:

Figure BDA0001817655530000061
Figure BDA0001817655530000062
Figure BDA0001817655530000061
and
Figure BDA0001817655530000062

其中上标“k”为变量在当前时刻的值,上标“k+1”为变量在下一时刻的值,Ts为系统控制周期;The superscript "k" is the value of the variable at the current moment, the superscript "k+1" is the value of the variable at the next moment, and T s is the system control period;

利用得到的微分表达式和k时刻计算得到的功率值,计算k+1时刻的功率值表达式为:Using the obtained differential expression and the power value calculated at time k, the expression for calculating the power value at time k+1 is:

Figure BDA0001817655530000063
Figure BDA0001817655530000063

Figure BDA0001817655530000064
Figure BDA0001817655530000064

步骤103,利用无差拍预测功率控制的方法,根据步骤102得到的下一时刻功率值计算目标转子电压矢量参考值步骤包括:In step 103, using the deadbeat predictive power control method, the step of calculating the reference value of the target rotor voltage vector according to the power value at the next moment obtained in step 102 includes:

设传统有功功率参考值表示为

Figure BDA0001817655530000065
扩展无功功率参考值表示为
Figure BDA0001817655530000066
目标转子电压矢量参考值表示为
Figure BDA0001817655530000067
Let the traditional active power reference value be expressed as
Figure BDA0001817655530000065
The extended reactive power reference value is expressed as
Figure BDA0001817655530000066
The target rotor voltage vector reference value is expressed as
Figure BDA0001817655530000067

利用得到的一阶欧拉离散后的功率表达式,利用功率无差拍预测控制的方法,将K+1时刻的功率值直接定义为功率参考值,得出转子侧参考电压矢量,公式分别为:Using the obtained power expression after first-order Euler discretization, and using the power deadbeat predictive control method, the power value at time K+1 is directly defined as the power reference value, and the rotor side reference voltage vector is obtained. The formulas are: :

Figure BDA0001817655530000068
Figure BDA0001817655530000068

Figure BDA0001817655530000069
Figure BDA0001817655530000069

Figure BDA00018176555300000610
Figure BDA00018176555300000610

其中,

Figure BDA00018176555300000611
下标“dq”表示转子坐标系中的dq轴,下标“sd”表示定子侧变量在转子坐标系d轴上的值,下标“sq”表示定子侧变量在转子坐标系q轴上的值,下标“rd”表示转子侧变量在转子坐标系d轴上的值,下标“rq”表示转子侧变量在转子坐标系q轴上的值;in,
Figure BDA00018176555300000611
The subscript "dq" represents the dq axis in the rotor coordinate system, the subscript "sd" represents the value of the stator side variable on the d axis of the rotor coordinate system, and the subscript "sq" represents the stator side variable on the q axis of the rotor coordinate system. value, the subscript "rd" represents the value of the rotor-side variable on the d-axis of the rotor coordinate system, and the subscript "rq" represents the value of the rotor-side variable on the q-axis of the rotor coordinate system;

通过公式:

Figure BDA0001817655530000071
计算目标转子电压矢量参考值。Via the formula:
Figure BDA0001817655530000071
Calculates the target rotor voltage vector reference.

步骤104,根据步骤103得到的目标转子电压矢量参考值

Figure BDA0001817655530000072
采用空间矢量脉宽调制技术(SVPWM),得到合成目标转子电压矢量参考值
Figure BDA0001817655530000073
所需要的三个电压矢量v0,v1,v2以及它们的作用时间t0,t1,t2Step 104, according to the target rotor voltage vector reference value obtained in step 103
Figure BDA0001817655530000072
Using Space Vector Pulse Width Modulation (SVPWM) to obtain the synthetic target rotor voltage vector reference value
Figure BDA0001817655530000073
The three required voltage vectors v 0 , v 1 , v 2 and their action times t 0 , t 1 , t 2 ;

根据步骤104中得到的三个电压矢量及其作用时间,得到驱动逆变器开关管的驱动信号。According to the three voltage vectors obtained in step 104 and their action time, the driving signal for driving the switching tube of the inverter is obtained.

本发明提供的双馈电机预测功率控制方法和装置,通过采用扩展无功功率定义的控制方法,无需计算额外的功率补偿值即可实现消除有功功率和扩展无功功率二倍频波动,并实现定子电流正弦不畸变,简化了控制系统结构,显著提升控制的稳态性能。The method and device for predicting power of a doubly-fed motor provided by the present invention can eliminate the active power and extend the double-frequency fluctuation of the reactive power without calculating the extra power compensation value by adopting the control method of extending the definition of reactive power, and realize The sinusoidal current of the stator is not distorted, which simplifies the structure of the control system and significantly improves the steady-state performance of the control.

在平衡电网下,本发明采用的扩展无功功率和传统有功功率效果相同,本发明提出的双馈电机预测功率控制方法完全适用于平衡电网下的控制;通过采用空间矢量脉宽调制技术,进一步提升控制的稳态性能。Under the balanced power grid, the extended reactive power adopted by the present invention has the same effect as the traditional active power, and the predictive power control method of the doubly-fed motor proposed by the present invention is completely suitable for the control under the balanced power grid; by using the space vector pulse width modulation technology, further Improve the steady state performance of the control.

如图2所示,为基于本发明提供的双馈电机预测功率控制方法的原理框图,包括双馈电机201,延时单元202,功率计算单元203,电压计算单元204,空间矢量调制模块205。As shown in FIG. 2 , it is a principle block diagram of a DFIG predictive power control method provided by the present invention, including a DFIG 201 , a delay unit 202 , a power calculation unit 203 , a voltage calculation unit 204 , and a space vector modulation module 205 .

其中,延时单元负责将定子电压延迟1/4周期,功率计算单元进行上述步骤102中功率值计算,电压计算单元进行上述步骤103中目标转子电压矢量参考值计算。The delay unit is responsible for delaying the stator voltage by 1/4 cycle, the power calculation unit performs the power value calculation in the above step 102, and the voltage calculation unit performs the target rotor voltage vector reference value calculation in the above step 103.

另一方面,本发明提供的双馈电机预测功率控制装置,如图3所示,包括:On the other hand, the predictive power control device for a doubly-fed machine provided by the present invention, as shown in FIG. 3 , includes:

可回收式电网模拟器301,双向直流源303,双馈电机201,电压电流采样电路304,DSP控制器305和驱动电路306;Recyclable power grid simulator 301, bidirectional DC source 303, doubly fed motor 201, voltage and current sampling circuit 304, DSP controller 305 and drive circuit 306;

其中,电压电流采样电路利用电压霍尔传感器和电流霍尔传感器分别采集直流母线电压、双馈电机定子侧两相电压、双馈电机定子侧两相电流以及转子侧两相电流,采样信号经过信号调理电路后进入DSP控制器转换为数字信号;Among them, the voltage and current sampling circuit uses the voltage Hall sensor and the current Hall sensor to collect the DC bus voltage, the two-phase voltage on the stator side of the DFIG, the two-phase current on the stator side of the DFIG, and the two-phase current on the rotor side, and the sampling signal passes through the signal. After conditioning the circuit, it enters the DSP controller and converts it into a digital signal;

DSP控制器用于完成上述步骤101~104所提出的控制方法,输出六路开关脉冲,然后经过驱动电路后得到逆变器的六个开关管的驱动信号。The DSP controller is used to complete the control method proposed in the above steps 101 to 104, output six switching pulses, and then obtain the driving signals of the six switching tubes of the inverter after passing through the driving circuit.

本发明所提供的双馈电机预测功率控制方法的有效性通过分析图4所示的仿真波形、图5所示的实验波形和图6所示的实验波形中的电流THD结果得出。其中,图4所示的仿真波形为基于空间矢量调制方法的双馈电机预测功率控制(DPC-SVM)和采用扩展瞬时功率理论的改进(DPC-SVM)方法在不平衡电网条件下的稳态仿真波形,仿真中两种方法的采样频率都为10kHz。仿真波形从上至下依次为定子侧有功功率,定子侧无功功率,定子电流,转子电流和电网电压。图4(a)中的控制目标为消除传统有功功率和传统无功功率的二倍频波动,其中图4(a)的无功功率通道中同时表示出了两种无功功率,其中传统无功功率消除了二倍频波动,而在该控制目标下,新型无功功率仍有二倍频波形。图4(b)中的控制目标为消除传统有功功率和新型无功功率的二倍频波动,在图4(b)中的无功功率通道中,新型无功功率的二倍频脉动被消除,传统无功功率存在二倍频波动。如图4(a)和图4(b)所示,在电网平衡时,两种功率理论下的无功功率都保持恒定,当电网电压发生不对称跌落时基于新型无功功率的DPC-SVM能够保证正弦但不对称的定子电流、恒定的有功功率和扩展的无功功率。传统DPC-SVM中虽然传统有功功率和传统无功功率也能够保持恒定,但是定子电流会发生严重畸变,会对电网造成污染。The effectiveness of the predictive power control method of the DFIG provided by the present invention is obtained by analyzing the simulation waveform shown in FIG. 4 , the experimental waveform shown in FIG. 5 and the current THD results in the experimental waveform shown in FIG. 6 . Among them, the simulation waveforms shown in Fig. 4 are the steady state of the doubly-fed machine predictive power control (DPC-SVM) based on the space vector modulation method and the improvement of the extended instantaneous power theory (DPC-SVM) method under the condition of the unbalanced grid. The simulation waveform, the sampling frequency of both methods in the simulation is 10kHz. The simulated waveforms are, from top to bottom, the active power on the stator side, the reactive power on the stator side, the stator current, the rotor current and the grid voltage. The control objective in Fig. 4(a) is to eliminate the double frequency fluctuation of the traditional active power and the traditional reactive power. The reactive power channel of Fig. 4(a) shows two kinds of reactive powers at the same time. The active power eliminates the double-frequency fluctuation, and under this control objective, the new reactive power still has a double-frequency waveform. The control objective in Fig. 4(b) is to eliminate the double frequency fluctuation of the traditional active power and the new type of reactive power. In the reactive power channel in Fig. 4(b), the double frequency fluctuation of the new type of reactive power is eliminated. , the traditional reactive power has double frequency fluctuation. As shown in Fig. 4(a) and Fig. 4(b), when the grid is balanced, the reactive power under both power theories remains constant. When the grid voltage drops asymmetrically, the DPC-SVM based on the new reactive power A sinusoidal but asymmetrical stator current, constant active power and extended reactive power are guaranteed. In traditional DPC-SVM, although the traditional active power and traditional reactive power can also be kept constant, the stator current will be seriously distorted, which will cause pollution to the power grid.

如图5所示为传统DPC-SVM和采用扩展瞬时功率理论的改进DPC-SVM方法在不平衡电网条件下的稳态实验波形。波形从上至下依次为传统有功功率、传统无功功率、新型无功功率、定子电流波形和转子电流波形。与仿真图类似,图5(a)的无功功率通道中传统有功功率的二倍频波动被消除,图5(b)中的新型有功功率二倍频波动被消除且定子电流正弦。实验中控制算法的采样频率为10kHz。0-0.1s内,电网电压保持平衡,0.1s时刻,A相电压跌落至原电压幅值的70%。通过分析和比较,实验结果与仿真结果能够一一对应,采用扩展无功功率可以获得正弦但不对称的定子电流、恒定的有功功率和扩展无功功率。Figure 5 shows the steady-state experimental waveforms of the traditional DPC-SVM and the improved DPC-SVM method using the extended instantaneous power theory under unbalanced grid conditions. The waveforms from top to bottom are traditional active power, traditional reactive power, new reactive power, stator current waveform and rotor current waveform. Similar to the simulation figure, the double frequency fluctuation of the conventional active power in the reactive power channel in Fig. 5(a) is eliminated, and the novel active power double frequency fluctuation in Fig. 5(b) is eliminated and the stator current is sinusoidal. The sampling frequency of the control algorithm in the experiment is 10kHz. Within 0-0.1s, the grid voltage remains balanced, and at 0.1s, the phase A voltage drops to 70% of the original voltage amplitude. Through analysis and comparison, the experimental results and the simulation results can be in a one-to-one correspondence. The sinusoidal but asymmetrical stator current, constant active power and extended reactive power can be obtained by using the extended reactive power.

如图6所示为不平衡电网下两种基于不同功率理论的DPC-SVM电流谐波分析,图6(a)为传统DPC-SVM方法的一相定子电流频谱,图6(b)为基于扩展无功功率定义的改进DPC-SVM方法的一相定子电流频谱。可看出采用DPC-SVM的定子电流发生了较为严重的畸变,电流THD偏高,尤其是3次谐波,导致了图6(a)中近似于三角波的A相定子电流。引入扩展无功功率定义后,定子电流谐波得到了抑制,整体THD明显降低,图6(b)中的三相定子电流都能够保持正弦。Figure 6 shows two DPC-SVM current harmonic analysis based on different power theories under unbalanced power grid, Figure 6(a) is the one-phase stator current spectrum of the traditional DPC-SVM method, and Figure 6(b) is based on One-phase stator current spectrum of the improved DPC-SVM method with extended reactive power definition. It can be seen that the stator current using DPC-SVM is seriously distorted, and the current THD is high, especially the 3rd harmonic, which leads to the A-phase stator current that is similar to the triangular wave in Figure 6(a). After introducing the extended reactive power definition, the stator current harmonics are suppressed, the overall THD is significantly reduced, and the three-phase stator currents in Figure 6(b) can all maintain sinusoidal.

通过对以上仿真波形、实验波形和实验结果的分析,采用扩展瞬时功率理论的方法可以在不叠加任何功率补偿值的情况下实现定子电流的正弦和功率的恒定,更加适合于不平衡电网下的双馈电机高性能控制。Through the analysis of the above simulation waveforms, experimental waveforms and experimental results, the method of extended instantaneous power theory can realize the sine of the stator current and the constant power without superimposing any power compensation value, which is more suitable for the unbalanced power grid. High-performance control of doubly-fed machines.

由此可见,本发明提供的双馈电机预测功率控制方法和装置,通过采用扩展无功功率定义的控制方法,无需计算额外的功率补偿值即可实现消除有功功率和扩展无功功率二倍频波动,并实现定子电流正弦不畸变,简化了控制系统结构,显著提升控制的稳态性能;在平衡电网下,本发明采用的扩展无功功率和传统有功功率效果相同,本发明提出的双馈电机预测功率控制方法完全适用于平衡电网下的控制;通过采用空间矢量脉宽调制技术,进一步提升控制的稳态性能。It can be seen that the method and device for predictive power control of a doubly-fed machine provided by the present invention can eliminate active power and extend reactive power double frequency without calculating additional power compensation values by adopting the control method of extending the definition of reactive power. Fluctuation of the stator current is realized, and the sinusoidal current of the stator is not distorted, which simplifies the structure of the control system and significantly improves the steady-state performance of the control; under the balanced power grid, the extended reactive power used in the present invention has the same effect as the traditional active power. The motor predictive power control method is completely suitable for the control under the balanced grid; by using the space vector pulse width modulation technology, the steady-state performance of the control is further improved.

上述实施例的装置用于实现前述实施例中相应的方法,并且具有相应的方法实施例的有益效果,在此不再赘述。The apparatuses in the foregoing embodiments are used to implement the corresponding methods in the foregoing embodiments, and have the beneficial effects of the corresponding method embodiments, which will not be repeated here.

所属领域的普通技术人员应当理解:以上任何实施例的讨论仅为示例性的,并非旨在暗示本公开的范围(包括权利要求)被限于这些例子;在本发明的思路下,以上实施例或者不同实施例中的技术特征之间也可以进行组合,步骤可以以任意顺序实现,并存在如上所述的本发明的不同方面的许多其它变化,为了简明它们没有在细节中提供。Those of ordinary skill in the art should understand that the discussion of any of the above embodiments is only exemplary, and is not intended to imply that the scope of the present disclosure (including the claims) is limited to these examples; under the spirit of the present invention, the above embodiments or There may also be combinations between technical features in different embodiments, steps may be carried out in any order, and there are many other variations of the different aspects of the invention as described above, which are not provided in detail for the sake of brevity.

另外,为简化说明和讨论,并且为了不会使本发明难以理解,在所提供的附图中可以示出或可以不示出与集成电路(IC)芯片和其它部件的公知的电源/接地连接。此外,可以以框图的形式示出装置,以便避免使本发明难以理解,并且这也考虑了以下事实,即关于这些框图装置的实施方式的细节是高度取决于将要实施本发明的平台的(即,这些细节应当完全处于本领域技术人员的理解范围内)。在阐述了具体细节(例如,电路)以描述本发明的示例性实施例的情况下,对本领域技术人员来说显而易见的是,可以在没有这些具体细节的情况下或者这些具体细节有变化的情况下实施本发明。因此,这些描述应被认为是说明性的而不是限制性的。Additionally, well known power/ground connections to integrated circuit (IC) chips and other components may or may not be shown in the figures provided in order to simplify illustration and discussion, and in order not to obscure the present invention. . Furthermore, devices may be shown in block diagram form in order to avoid obscuring the present invention, and this also takes into account the fact that the details regarding the implementation of these block diagram devices are highly dependent on the platform on which the invention will be implemented (i.e. , these details should be fully within the understanding of those skilled in the art). Where specific details (eg, circuits) are set forth to describe exemplary embodiments of the invention, it will be apparent to those skilled in the art that these specific details may be used without or with changes The present invention is carried out below. Accordingly, these descriptions are to be considered illustrative rather than restrictive.

尽管已经结合了本发明的具体实施例对本发明进行了描述,但是根据前面的描述,这些实施例的很多替换、修改和变型对本领域普通技术人员来说将是显而易见的。例如,其它存储器架构(例如,动态RAM(DRAM))可以使用所讨论的实施例。Although the present invention has been described in conjunction with specific embodiments thereof, many alternatives, modifications, and variations to these embodiments will be apparent to those of ordinary skill in the art from the foregoing description. For example, other memory architectures (eg, dynamic RAM (DRAM)) may use the discussed embodiments.

本发明的实施例旨在涵盖落入所附权利要求的宽泛范围之内的所有这样的替换、修改和变型。因此,凡在本发明的精神和原则之内,所做的任何省略、修改、等同替换、改进等,均应包含在本发明的保护范围之内。Embodiments of the present invention are intended to cover all such alternatives, modifications and variations that fall within the broad scope of the appended claims. Therefore, any omission, modification, equivalent replacement, improvement, etc. made within the spirit and principle of the present invention shall be included within the protection scope of the present invention.

Claims (5)

1. A dual feeder prediction power control method is characterized by comprising the following steps:
generating a traditional active power differential expression and an extended reactive power differential expression by combining a traditional active power expression and an extended reactive power expression with a double-fed motor mathematical model;
discretizing the obtained differential expression by using a first-order Euler discrete method, and calculating a power value at the next moment according to the power value at the current moment;
calculating a target rotor voltage vector reference value according to the obtained power value at the next moment by utilizing a dead-beat prediction power control method;
obtaining three voltage vectors required by the reference value of the target rotor voltage vector and action time thereof by using a Space Vector Pulse Width Modulation (SVPWM) technology, and finally obtaining a driving signal for driving a switching tube of the inverter;
the expression of the traditional active power and the expression of the extended reactive power are used for generating a traditional active power differential expression and an extended reactive power differential expression by utilizing a double-fed motor mathematical model, and the steps comprise:
setting the sub-voltage to usStator current is is
Let conventional active power be denoted as PsExtended reactive power is expressed as
Figure FDA0002449694730000011
According to a double-fed motor mathematical model, a traditional active power expression is defined as
Figure FDA0002449694730000012
The extended reactive power is expressed as
Figure FDA0002449694730000013
Wherein u'sFor the stator voltage after time delay 1/4T, "+" indicates the conjugate value of the variable;
combining a double-fed motor equation, and generating the traditional active power differential expression as
Figure FDA0002449694730000014
And the extended reactive power differential expression is
Figure FDA0002449694730000015
Wherein,
Figure FDA0002449694730000016
Lm,Ls,Lrare respectively mutual inductance, stator self-inductance and rotor self-inductance, Rs,RrAs stator and rotor resistances urIs the rotor side voltage, irIs the rotor current value; omegasrslSynchronous speed, rotational speed and slip speed of the dual-feeder at the current moment, psisFor the stator flux linkage values, r, s, m represent the rotor-side variables, the stator-side variables and the mutual inductance variables, respectively.
2. The dual-feeder prediction power control method according to claim 1, wherein the discretizing the obtained differential expression by a first-order euler discretization method, and the calculating the next-time power value from the current-time power value comprises:
discretizing the obtained traditional active power differential expression and the obtained expanded reactive power differential expression by using a first-order Euler discrete method to obtain an expression of a discrete method
Figure FDA0002449694730000021
And
Figure FDA0002449694730000022
where the superscript "k" is the value of the variable at the current time, the superscript "k + 1" is the value of the variable at the next time, TsFor system controlA period;
by the formula:
Figure FDA0002449694730000023
Figure FDA0002449694730000024
and calculating the power value at the k +1 moment by using the obtained traditional active power differential expression, the obtained extended reactive power differential expression and the power value calculated at the k moment.
3. The dual-feeder prediction power control method according to claim 2, wherein the step of calculating the reference value of the target rotor voltage vector according to the next-time power value obtained by the method of power control using dead-beat prediction comprises:
let the conventional active power reference value be expressed as
Figure FDA0002449694730000025
The extended reactive power reference value is expressed as
Figure FDA0002449694730000026
The target rotor voltage vector reference value is expressed as
Figure FDA0002449694730000027
By the formula:
Figure FDA0002449694730000028
defining the power value of the next moment as a power reference value;
according to the obtained discrete method expression, a power dead beat prediction control method is utilized, and the following formula is adopted:
Figure FDA0002449694730000029
a rotor-side reference voltage vector is calculated, wherein,
Figure FDA00024496947300000210
the subscript "dq" denotes the dq axis in the rotor coordinate system;
by the formula:
Figure FDA00024496947300000211
a target rotor voltage vector reference value is calculated.
4. The dual-feeder predicted power control method according to claim 3, wherein the target rotor voltage vector reference value synthesized by Space Vector Pulse Width Modulation (SVPWM) is used
Figure FDA0002449694730000031
Three voltage vectors v of0,v1,v2And time of action t thereof0,t1,t2And finally obtaining a driving signal for driving the inverter switching tube.
5. A dual feeder predictive power control apparatus, comprising:
the system comprises a bidirectional direct current source, a double-fed motor, a recyclable power grid simulator, a voltage and current sampling circuit, a DSP controller and a driving circuit;
the voltage and current sampling circuit respectively collects direct-current bus voltage, double-phase voltage at the stator side of the double-fed motor, double-phase current at the stator side of the double-fed motor and double-phase current at the rotor side by using a voltage Hall sensor and a current Hall sensor, and a sampling signal enters the DSP controller after passing through the signal conditioning circuit and is converted into a digital signal;
the DSP controller completes the double-fed motor flexible power control method of any one of claims 1 to 4, outputs six switching pulses, and then obtains driving signals of six switching tubes of the inverter after passing through a driving circuit.
CN201811149720.9A 2018-09-29 2018-09-29 Method and device for controlling predicted power of double feeders Expired - Fee Related CN109193773B (en)

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