CN109921708B - Stator winding unbalanced power control method based on double three-phase permanent magnet motor distributed torque adjustment - Google Patents

Stator winding unbalanced power control method based on double three-phase permanent magnet motor distributed torque adjustment Download PDF

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CN109921708B
CN109921708B CN201910104945.0A CN201910104945A CN109921708B CN 109921708 B CN109921708 B CN 109921708B CN 201910104945 A CN201910104945 A CN 201910104945A CN 109921708 B CN109921708 B CN 109921708B
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stator winding
flux linkage
stator
torque
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CN109921708A (en
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胡斯登
熊慕枫
梁梓鹏
何湘宁
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Zhejiang University ZJU
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Zhejiang University ZJU
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Abstract

The invention discloses a stator winding unbalanced power control method based on double three-phase permanent magnet motor distributed torque regulation, which is realized based on a DSP chip and comprises the following steps: (1) sampling stator current, direct-current bus voltage, rotor angle and rotating speed; (2) establishing a magnetic field in a fixed direction, and performing initial positioning on a rotor; (3) observing double-stator winding flux linkage; (4) identifying mutual inductance values of the double three-phase motors; (5) the two sets of stator winding torque containing decoupling links are independently controlled. The control method is based on torque control, torque decoupling of two sets of stator windings is carried out through the identified motor mutual inductance parameters, independent control of torque and power of the two sets of stator windings of the double three-phase motor can be achieved, and when the two sets of windings are respectively externally connected with a power supply through an inverter, rapid switching of a dual power supply charge-discharge mode and rapid adjustment of output power can be achieved.

Description

Stator winding unbalanced power control method based on double three-phase permanent magnet motor distributed torque adjustment
Technical Field
The invention belongs to the technical field of motor control, and relates to a stator winding unbalanced power control method based on double three-phase permanent magnet motor distributed torque regulation.
Background
With the increasing severity of the problems caused by the petroleum energy crisis and traffic pollution, the demand for traffic electrification is more and more strong, and the improvement of the power and efficiency of the electrified transportation means is an important way to enhance the market competitiveness and popularize the market, the improvement of the performance of the power transmission system is one of the keys, and the power transmission system of the electric transportation means such as the electric automobile mainly comprises an electric driving system and a power supply system.
The traditional electric drive system is mainly a three-phase system, and practical researches in recent years show that after the number of motor phases becomes variable in system design, the electric drive system brings a plurality of characteristics superior to the three-phase system to the control and structure of the motor. The multi-phase motor has the advantages of small torque pulsation, high redundancy, high reliability and the like, is an important way for realizing high-power transmission at present, and has excellent application prospect in the fields of aviation, ship propulsion, electric vehicles and the like. At present, an asymmetric double-three-phase system is one of the most promising structures in a multi-phase system, and the stator side of the system is provided with two sets of three-phase windings, so that the motor driving can be realized by two sets of three-phase inverters; meanwhile, the interior of the motor can be equivalent to a symmetric twelve-phase system, so that the influence of harmonic magnetic potential and current is smaller.
The performance of a power supply system also influences the efficiency, the cruising ability, the dynamic response and other aspects of the power transmission system, a dual-power hybrid energy storage structure adopting a battery and a super capacitor is a main scheme for optimizing the performance of the current power supply system, the structure makes up the defect of a single energy storage mode by utilizing the complementary characteristics of energy storage modes such as a power type mode, an energy type mode and the like, and has unique advantages in the field of new energy. At present, a plurality of passive structures are applied in a power transmission system to directly connect the two in parallel, so that the cost is low but the energy utilization range of a super capacitor is limited; an active structure formed by connecting two energy storage elements by using a discrete bidirectional DC-DC converter has the advantages of easy modularization, independent control of each unit and the like, but the system efficiency is reduced and the system cost is increased by adding the bidirectional DC-DC converter. The integrated system formed by the separated bus type double three-phase motor driving system and the composite power supply is a novel power transmission system scheme, the separated bus structure can further increase the control freedom degree of the system, the composite power supply can be formed by two sets of independent power supplies, direct power control is realized through the motor, a DC-DC converter is not needed any more, the system combines the advantages of a multi-phase electric driving system and a hybrid energy storage power supply system, and the integrated design of the power transmission system is realized.
In order to realize the hybrid energy storage control in the power transmission system, two sets of stator windings must work in a power unbalanced state, and the charge-discharge mode switching of the energy storage element needs to be realized by changing the power flow direction of the stator windings. Because the torque distribution of the two stator windings determines the power distribution, the realization of the torque distribution control of the double windings of the double three-phase motor can exert the power management capability of a double three-phase system, and the unbalanced power control of the double windings of the double three-phase motor has important significance and practical application value for the control of an integrated power transmission system.
Disclosure of Invention
In view of the above, the invention provides a stator winding unbalanced power control method based on double three-phase permanent magnet motor distributed torque regulation, and realizes control of total torque and power distribution of two sets of windings.
A stator winding unbalanced power control method based on double three-phase permanent magnet motor distributed torque regulation comprises the following steps that the double three-phase permanent magnet motor is provided with two sets of stator windings L1 and L2, and the stator windings L1 and L2 are respectively driven by two inverters N1 and N2;
(1) three-phase stator current I on stator winding L1 is collected by Hall sensorA、IB、ICAnd three-phase stator current I on stator winding L2D、IE、IFAcquiring the DC bus voltage V of the inverter N1 by using a voltage sensordc1And the dc bus voltage V of the inverter N2dc2Acquiring a rotor position angle theta and a rotating speed omega of the motor by using a photoelectric encoder;
(2) estimation of the three-phase stator voltage U at the stator winding L1A、UB、UCAnd three-phase stator voltage U across stator winding L2D、UE、UF
(3) For three-phase stator current IA、IB、ICCLARK conversion is carried out to obtain a corresponding current component I under an αβ coordinate systemAnd IFor three-phase stator current ID、IE、IFCLARK conversion is carried out to obtain a corresponding current component I under an αβ coordinate systemAnd IFor three-phase stator voltage UA、UB、UCCLARK conversion is carried out to obtain a corresponding voltage component U under αβ coordinate systemAnd UFor three-phase stator voltage UD、UE、UFCLARK conversion is carried out to obtain a corresponding voltage component U under αβ coordinate systemAnd U
(4) Calculating the flux linkage component psi of the stator winding L1 under the αβ coordinate system according to the result of the step (3)And psiAnd the corresponding flux linkage component psi of the stator winding L2 under the αβ coordinate systemAnd psi
(5) For flux linkage component psiAnd psiCarrying out PARK transformation to obtain corresponding flux linkage component psi under dq coordinate system1dAnd psi1qFor flux linkage component psiAnd psiCarrying out PARK transformation to obtain corresponding flux linkage component psi under dq coordinate system2dAnd psi2qFor current component IAnd IObtaining corresponding current component I under dq coordinate system by performing PARK conversion1dAnd I1qFor current component IAnd IObtaining corresponding current component I under dq coordinate system by performing PARK conversion2dAnd I2qFurther calculating the mutual inductance value L in the running process of the motorqq
(6) The given rotation speed command value omega*Subtracting the difference value of the motor rotating speed omega, and obtaining the total torque instruction value T of the motor after PI regulatione *And distributing and calculating the torque command values to obtain torque command values T corresponding to two sets of stator windings L1 and L2e1 *And Te2 *
(7) The corresponding torque T of the two sets of stator windings L1 and L2 is obtained through calculatione1And Te2Let T bee1 *And Te2 *Subtract T respectivelye1And Te2The difference value of the torque angle is regulated by PI to obtain a corresponding torque angle command value delta theta1And Δ θ2
(8) The flux linkage angle theta corresponding to the two sets of stator windings L1 and L2 is obtained through calculation1And theta2And further combining the torque angle command value delta theta1And Δ θ2Calculating a flux linkage command value psi corresponding to the stator winding L1 in the dq coordinate system1d *And psi1q *And the corresponding flux linkage command value psi of the stator winding L2 in the dq coordinate system2d *And psi2q *
(9) According to mutual inductance value LqqAnd flux linkage command value psi1q *And psi2q *Flux linkage decoupling compensation quantity delta psi corresponding to two sets of stator windings L1 and L2 is obtained through calculation1cAnd delta phi2cTo make psi1q *And psi2q *Respectively with Δ ψ1cAnd delta phi2cAfter summation, calculating through inverse synchronous coordinate transformation to obtain a flux linkage command value psi corresponding to the stator winding L1 in a αβ coordinate system *And psi *And the corresponding flux linkage command value psi of the stator winding L2 under the αβ coordinate system *And psi *
(10) According to flux linkage command value psi *、ψ *、ψ *And psi *Calculating to obtain a voltage command value V corresponding to the stator winding L1 under a αβ coordinate system *And V *And the voltage command value V corresponding to the stator winding L2 under the αβ coordinate system *And V *And further according to the voltage command value V *、V *、V *And V *Two sets of PWM signals (six paths in total) are generated by a space vector modulation algorithm to perform switching control on the power switching devices in the inverters N1 and N2, respectively.
Further, the three-phase stator voltage U in the step (2)A、UB、UCRespectively, a DC bus voltage Vdc1The product of the duty ratios of the upper bridge arm devices of the corresponding phases of the inverter N1 in the previous period is three-phase fixedSub-voltage UD、UE、UFRespectively, a DC bus voltage Vdc2And the product of the duty ratios of the upper bridge arm devices corresponds to the inverter N2 in the previous period.
Further, the flux linkage component ψ is calculated in the step (4) by the following equation、ψ、ψAnd psi
Figure GDA0002493963170000041
Wherein: psifThe permanent magnet flux linkage value of the motor, R is the stator winding resistance value of the motor, and t represents the moment.
Further, in the step (5), the mutual inductance value L is calculated by the following equationqq
Figure GDA0002493963170000042
Wherein: l isqIs the self-inductance value of the motor winding.
Further, in the step (6), the torque command value T is calculated by the following formula distributione1 *And Te2 *
Figure GDA0002493963170000043
Wherein: d is torque distribution ratio and D is equal to P1/PM,P1For the output active power of stator winding L1, PMThe total output active power of the motor.
Further, in the step (7), the torque T is calculated by the following equatione1And Te2
Figure GDA0002493963170000044
Wherein: n is the pole pair number, psi, of the motorfIs the permanent magnet flux linkage value of the motor.
Further, the method can be used for preparing a novel materialIn the step (8), the flux linkage angle θ is calculated by the following equation1And theta2
Figure GDA0002493963170000045
Further, in the step (8), the flux linkage command value ψ is calculated by the following equation1d *、ψ1q *、ψ2d *And psi2q *
Figure GDA0002493963170000051
Wherein: phi1| and | ψ2And L is the given flux linkage amplitude corresponding to the two sets of stator windings L1 and L2 respectively.
Further, the flux linkage decoupling compensation amount Δ ψ is calculated in the step (9) by the following equation1cAnd delta phi2c
Figure GDA0002493963170000052
Wherein: l isqIs the self-inductance value of the motor winding.
Further, in the step (9), the flux linkage command value ψ is calculated by the following equation *、ψ *、ψ *And psi *
Figure GDA0002493963170000053
Further, in the step (10), the voltage command value V is calculated by the following equation *、V *、V *And V *
Figure GDA0002493963170000054
Wherein: r is the resistance value of the stator winding of the motor, and delta T is the switching period of a power switching device in the inverter.
The invention provides a double-stator winding distributed torque control scheme of a double-three-phase permanent magnet motor, which is firstly determined to be applied to a double-three-phase permanent magnet motor system, and aims to realize the distribution control of active power on double-stator windings on the premise of realizing the total torque of the motor, so that the double-three-phase motor has energy management capacity outside mechanical output. Therefore, the control method is based on torque control, torque decoupling of the two sets of stator windings is carried out through the identified motor mutual inductance parameters, independent control of torque and power of the two sets of stator windings of the double three-phase motor can be achieved, and when the two sets of windings are respectively externally connected with a power supply through an inverter, rapid switching of a dual power supply charge-discharge mode and rapid adjustment of output power can be achieved. Compared with the existing double three-phase motor torque control technology, the control method of the invention completes double-target control of mechanical torque output and winding power distribution.
Drawings
Fig. 1 is a schematic structural diagram of a power transmission system with power integration of hybrid energy storage and a double three-phase motor.
Fig. 2(a) is a block diagram showing the overall structure of the control method of the present invention.
Fig. 2(b) is a control structure block diagram of the voltage vector calculation and decoupling compensation link.
Fig. 3 is a circuit diagram of load current detection.
Fig. 4 is a circuit diagram of the switching tube driving circuit.
Fig. 5 is a schematic diagram of the control effect of the distributed torque signals of the double three-phase motor.
FIG. 6 is a schematic diagram illustrating the effect of the related signals under the switching of multiple driving modes by applying the distributed torque control method of the present invention.
Detailed Description
In order to more specifically describe the present invention, the following detailed description is provided for the technical solution of the present invention with reference to the accompanying drawings and the specific embodiments.
To realize the unbalanced power control of the stator winding based on the torque regulation of the double three-phase permanent magnet motor, the key point is that the control of the torques at two sides does not interfere with each other, and two sets of torques of the double three-phase motor can be expressed as follows:
Figure GDA0002493963170000061
in the formula: t ise1And Te2Torque, psi, generated for the first and second sets of three-phase windings, respectively1qAnd psi2qThe q-axis flux linkage value psi of the first set of three-phase winding and the second set of three-phase winding under the three-phase rotating coordinate systemfIs the permanent magnet flux linkage value, LqIs the self-inductance value of the three-phase winding, LqqThe mutual inductance value between the two sets of three-phase windings is shown.
The torque generated by each set of three-phase winding in the formula (1) is related to the flux linkage of the two sets of windings, and the torque generated by the other set of windings is required to be controlled independently without influencing the torque generated by any one of the three sets of three-phase windings, namely the torque generated by the three sets of three-phase windings is realized by the cooperation of the two sets of three-phase windings, namely the decoupling control of the flux linkage.
The invention aims to provide a distributed torque control method for double windings of a double three-phase motor, which simultaneously realizes the control of total torque and power distribution of two sets of windings and is realized by the following technical scheme:
step (1): and sampling stator current, direct-current bus voltage, rotor angle and rotating speed.
1.1 the feedback value of the first three-phase current of the double three-phase permanent magnet motor sequentially passes through the Hall sensor, the sampling signal conditioning circuit and the analog-to-digital conversion circuit to enter the DSP chip, wherein I is respectivelyA、IB、IC. The feedback value of the second three-phase current of the double three-phase permanent magnet motor sequentially passes through the Hall sensor and the sampling signal conditioning circuit to enter the DSP chip, namely ID、IE、IF
1.2 sampling the DC bus voltage V of the first three-phase inverter by using a DC voltage sensordc1And a second three-phase inverter DC bus voltage Vdc2
1.3 sampling the rotor position signal by adopting a multi-Mochuan incremental photoelectric encoder, sending the encoder output signal into an EQEP unit of a DSP28335 for processing and counting to obtain a motor rotor position signal theta and a rotating speed signal omega.
Step (2): and establishing a magnetic field in a fixed direction, and performing initial positioning on the rotor.
Switching devices of a DEF phase three-phase converter are closed, the A phase target current is set as a rotor positioning current (preset, 0.5-2A), the B, C phase target current is set as 0A, and the ABC phase current feedback value I obtained in the step 1.1 is set asA、IB、ICFeeding the target current to a PI regulator according to F(s) ═ Kp+KiS, wherein Kp=0.1,KiAnd outputting the voltage vector in a mode of 0.4, and sending the voltage vector to a space vector pulse width modulator (SVM) module in the DSP chip.
Figure GDA0002493963170000071
Wherein: voutIs a voltage vector, Vdc1Is the DC bus voltage of the first three-phase inverter, TpTo generate a duty cycle.
And (3): and (5) observing flux linkage of the double stator windings.
In the DSP, the six-phase voltage vectors output from the two sets of stator windings and the six-phase current feedback value in the DSP are subjected to three-phase CLARK conversion on the voltage and the current of the ABC phase winding and the DEF phase winding respectively to obtain two-phase current values and two-phase voltage values under two sets of stator winding static coordinate systems, wherein the voltage values are respectively as follows: u shape,UAnd U,UThe current values are respectively: i is,IAnd I,I
Figure GDA0002493963170000081
Figure GDA0002493963170000082
And respectively calculating flux linkage values of the two sets of stator windings according to the voltage vectors on the two sets of stator windings.
Figure GDA0002493963170000083
In the formula, #fIs the flux linkage value of the permanent magnet, R is the resistance value of the stator winding, U、U、U、UIs the coordinate of the voltage vector under the α - β coordinate system, I、I、I、IIs the coordinate of the current vector in the α - β coordinate system, psi、ψ、ψ、ψThe coordinates of the flux linkage vector in the α - β coordinate system.
And (4): the mutual inductance value observation of the double three-phase motor is realized according to the following steps.
4.1 the value of flux linkage psi obtained in step (3)、ψ、ψ、ψSum current value I、I、I、IAnd (2) obtaining a flux linkage value and a current value under a rotating coordinate system through double PARK transformation of theta obtained in the step (1): psi1d、ψ2d、ψ1q、ψ2qAnd I1d、I2d、I1q、I2q
Figure GDA0002493963170000091
Figure GDA0002493963170000092
4.2 calculating the mutual inductance value L of the motor in operation according to the following formulaqq
Figure GDA0002493963170000093
Wherein: l isqThe self-inductance value of the motor winding is the intrinsic parameter of the motor.
And (5): the distributed torque control of the DSP chip on the double windings of the double three-phase permanent magnet motor is realized according to the following steps.
5.1 given rotation speed command value omega*Sending the total torque command value T and the rotating speed signal feedback value omega obtained in the step 1.3 into a PI regulator to obtain a total torque command value Te *
5.2 according to the power distribution requirement of the two sets of stator windings, giving a torque distribution proportion value D of the two windings, and obtaining a torque command value T of the two windings according to the following formula and the total torque command valuee1 *、Te2 *
Figure GDA0002493963170000094
In the formula: p1Active power, P, for the first set of three-phase windingsMAnd outputting the total active power for the motor.
5.3 the current feedback value I obtained in the step 4.11q、I2qMagnetic linkage value psi with motor permanent magnetfAnd calculating the torque feedback values of the two windings of the double three-phase permanent magnet motor according to the following formula:
Figure GDA0002493963170000101
in the formula: n is the number of pole pairs of the motor.
5.4 comparing the torque command value obtained in step 5.2 with the torque feedback value obtained in step 5.3: t ise1 *And Te1、Te2 *And Te2Respectively sending the signals into two PI regulators to respectively obtain torque angle instruction values delta theta1、Δθ2
5.5 the value of the flux linkage psi in step 4.11d,ψ2d,ψ1q,ψ2qThe flux linkage angle theta of the two stator windings is obtained according to the following formula1、θ2
Figure GDA0002493963170000102
5.6 flux linkage amplitude | psi of two sets of stator windings are respectively given1I and | psi2I, mixing it with theta1、θ2The target flux linkage command value psi is obtained by calculation according to the following formula1d*,ψ2d*,ψ1q*,ψ2q*。
Figure GDA0002493963170000103
5.7 conversion of step 4.1. psi1q、ψ2qStep 4.2Lq、Lqqψ of step 5.61q*,ψ2qThe decoupling compensation is calculated according to the following formula.
Figure GDA0002493963170000104
5.8 decoupling compensation quantity and target instruction value psi1qAnd Δ ψ1c、ψ2qAnd Δ ψ2cRespectively summing to obtain a target flux linkage instruction value after decoupling compensation; and performing inverse synchronous coordinate transformation on the decoupled and compensated instruction values to respectively obtain flux linkage instruction values under two sets of stator winding two-phase static coordinate systems.
Figure GDA0002493963170000111
5.9 the voltage command value is calculated as follows.
Figure GDA0002493963170000112
Sending the voltage instruction value into a Space Vector Modulation (SVM) module of the DSP in the step (1), and generating six paths of pulse signals SABCAnd SDEF
And 5.10, six-phase voltage generated by the IGBT in the inverter according to the pulse signal is input to the input end of the double three-phase permanent magnet motor.
Fig. 1 shows a power transmission system with integrated hybrid energy storage and dual three-phase motor power, wherein a dual three-phase stator winding is composed of two conventional three-phase winding phases ABC and DEF, each winding is connected in a Y-shape, corresponding internal windings have an electrical angle difference of 120 ° in space, and two three-phase windings have an electrical angle difference of 30 °. The integrated power transmission system adopts a voltage source type inverter to supply power, and two sets of three-phase windings are respectively connected to two energy storage elements, namely a battery and a super capacitor, through two three-phase inverters.
The control structure of the integrated power transmission system is shown in fig. 2(a), the core technology adopted by the invention is a torque control technology, and the essence is that the electromagnetic torque generated by the stator winding is directly controlled by the magnetic field vector of the stator winding by using the analysis method of the space vector. Firstly, the output current detection current adopts a current Hall sensor with the model number of LA55-P as shown in figure 3, the resistance value of an output sampling resistor RM is configured according to the transformation ratio of the Hall sensor, so as to obtain a sampling voltage UM, A, B, C, D, E, F six-phase output current values are respectively sampled by the method, the obtained sampling voltage is input to an A/D port of a DSP after being isolated, biased, low-pass filtered and clamped, and the obtained six-path digital sampling signals are sent to the DSP, so that a corresponding six-phase current value I can be obtainedA、IB、IC、ID、IE、IF
Then, obtaining the rotation angle of the rotor in the sampling period through an encoder, and dividing the rotation angle by the sampling period to obtain the average rotation speed omega in the period; obtaining a speed error by subtracting the given rotating speed omega from the average rotating speed omega, and outputting a total torque instruction T after passing the obtained speed error through a PI regulatoreThe total torque instruction is proportionally distributed to two sets of stator windings through a torque reference value calculation link to respectively obtain torque instructions T of the first set of three-phase windingse1Torque command T for three-phase windings and the second sete2*. At the same time, the system will be based on the detected motor current IA、IB、ICAnd ID、IE、IFRespectively estimating actual torques T generated by the first set of three-phase windings and the second set of three-phase windings by using a torque modele1And Te2Then the given torque T of the first set of three-phase windingse1A and Te1Obtaining the torque error delta T by differencee1Feeding a second set of three-phase windingsConstant torque Te2A and Te2Obtaining the torque error delta T by differencee2
The torque error delta T of two sets of three-phase windingse1And Δ Te2Respectively outputs flux linkage angle increment delta theta after passing through two PI regulators1And Δ θ2And the flux linkage angle increment is input to the voltage vector calculation section as shown in fig. 2 (b). Meanwhile, a stator flux linkage value can be estimated by adopting a voltage type flux linkage observation model according to the output voltage and current, and the flux linkage value is also input into a voltage vector calculation link as shown in fig. 2 (b).
Figure GDA0002493963170000121
First, the flux linkage angle is increased by Δ θ1And Δ θ2Observed flux linkage angle θ1And theta2And a given flux linkage magnitude command value | ψ1 *I and | psi2 *I get the target flux linkage vector instruction psi1 *And psi2 *
Figure GDA0002493963170000122
The target flux linkage vector instruction is rewritable in the form of dq rotation coordinate system, #1 *Can be expressed as psi1d *And psi1q *,ψ2 *Can be expressed as psi2q *And psi2d *(ii) a Then decoupling the magnetic chains at two sides, wherein the decoupling amount is respectively delta psi1cAnd delta psi2cWill be Δ ψ1cAnd psi1qAddition, Δ ψ2cAnd psi2qAnd adding the three-phase stator windings to complete the torque decoupling control of the two sets of three-phase stator windings.
Figure GDA0002493963170000131
The decoupled flux linkage instruction value psi1d*、ψ1q*+Δψ1c、ψ2d*、ψ2q*+Δψ2cRespectively associated with the flux linkage vector psi estimated from the model1d、ψ1q、ψ2d、ψ2qAnd obtaining the error amount between the flux linkage command value and the flux linkage estimated value by calculating the difference. The rotor electrical angle theta can be obtained by multiplying the rotor rotation angle observed by the encoder by the pole pair number of the motor, the reverse Park transformation with the angle theta and theta-pi/6 is respectively carried out on flux linkage error quantities of the two sets of three-phase stator windings, and then the transformation is divided by the switching period TsAnd calculating voltage vectors U1 and U2, and then respectively inputting the voltage vectors U1 and U2 into the space vector module to obtain twelve paths of PWM (pulse width modulation) signals.
As shown in fig. 4, the driving circuit based on the PWM signals adopts an HCPL4504 optical coupling isolation circuit and a driving chip of MIC4429 type, converts twelve paths of PWM signals into twelve paths of voltage driving signals, and finally outputs the signals to two ends of twelve IGBT gates and emitters of the six-phase inverter, respectively, thereby realizing a system control function.
Fig. 5 is a torque control experiment effect diagram of the control system, when the torque of one set of stator winding is suddenly changed, the output torque of the other set of stator winding is basically kept unchanged, and the effect of the control system is verified. Fig. 6 shows that the control mode switching effect is realized in the acceleration and deceleration process, and experiments verify that the motor can be rapidly switched among the single power supply mode, the dual power supply mode and the super capacitor charging mode.
The embodiments described above are presented to enable a person having ordinary skill in the art to make and use the invention. It will be readily apparent to those skilled in the art that various modifications to the above-described embodiments may be made, and the generic principles defined herein may be applied to other embodiments without the use of inventive faculty. Therefore, the present invention is not limited to the above embodiments, and those skilled in the art should make improvements and modifications to the present invention based on the disclosure of the present invention within the protection scope of the present invention.

Claims (10)

1. A stator winding unbalanced power control method based on double three-phase permanent magnet motor distributed torque regulation comprises the following steps that the double three-phase permanent magnet motor is provided with two sets of stator windings L1 and L2, and the stator windings L1 and L2 are respectively driven by two inverters N1 and N2;
(1) three-phase stator current I on stator winding L1 is collected by Hall sensorA、IB、ICAnd three-phase stator current I on stator winding L2D、IE、IFAcquiring the DC bus voltage V of the inverter N1 by using a voltage sensordc1And the dc bus voltage V of the inverter N2dc2Acquiring a rotor position angle theta and a rotating speed omega of the motor by using a photoelectric encoder;
(2) estimation of the three-phase stator voltage U at the stator winding L1A、UB、UCAnd three-phase stator voltage U across stator winding L2D、UE、UF
(3) For three-phase stator current IA、IB、ICCLARK conversion is carried out to obtain a corresponding current component I under an αβ coordinate systemAnd IFor three-phase stator current ID、IE、IFCLARK conversion is carried out to obtain a corresponding current component I under an αβ coordinate systemAnd IFor three-phase stator voltage UA、UB、UCCLARK conversion is carried out to obtain a corresponding voltage component U under αβ coordinate systemAnd UFor three-phase stator voltage UD、UE、UFCLARK conversion is carried out to obtain a corresponding voltage component U under αβ coordinate systemAnd U
(4) Calculating the flux linkage component psi of the stator winding L1 under the αβ coordinate system according to the result of the step (3)And psiAnd the corresponding flux linkage component psi of the stator winding L2 under the αβ coordinate systemAnd psi
(5) For flux linkage component psiAnd psiCarrying out PARK transformation to obtain corresponding flux linkage component psi under dq coordinate system1dAnd psi1qFor flux linkage component psiAnd psiCarrying out PARK transformation to obtain corresponding flux linkage component psi under dq coordinate system2dAnd psi2qFor current component IAnd IObtaining corresponding current component I under dq coordinate system by performing PARK conversion1dAnd I1qFor current component IAnd IObtaining corresponding current component I under dq coordinate system by performing PARK conversion2dAnd I2qFurther calculating the mutual inductance value L in the running process of the motorqq
(6) The given rotation speed command value omega*Subtracting the difference value of the motor rotating speed omega, and obtaining the total torque instruction value T of the motor after PI regulatione *And distributing and calculating the torque command values to obtain torque command values T corresponding to two sets of stator windings L1 and L2e1 *And Te2 *
(7) The corresponding torque T of the two sets of stator windings L1 and L2 is obtained through calculatione1And Te2Let T bee1 *And Te2 *Subtract T respectivelye1And Te2The difference value of the torque angle is regulated by PI to obtain a corresponding torque angle command value delta theta1And Δ θ2
(8) The flux linkage angle theta corresponding to the two sets of stator windings L1 and L2 is obtained through calculation1And theta2And further combining the torque angle command value delta theta1And Δ θ2Calculating a flux linkage command value psi corresponding to the stator winding L1 in the dq coordinate system1d *And psi1q *And the corresponding flux linkage command value psi of the stator winding L2 in the dq coordinate system2d *And psi2q *
(9) According to mutual inductance value LqqAnd flux linkage command value psi1q *And psi2q *Flux linkage decoupling compensation quantity delta psi corresponding to two sets of stator windings L1 and L2 is obtained through calculation1cAnd delta phi2cTo make psi1q *And psi2q *Respectively with Δ ψ1cAnd delta phi2cAfter summation, calculating through inverse synchronous coordinate transformation to obtain a flux linkage command value psi corresponding to the stator winding L1 in a αβ coordinate system *And psi *And the corresponding flux linkage command value psi of the stator winding L2 under the αβ coordinate system *And psi *
(10) According to flux linkage command value psi *、ψ *、ψ *And psi *Calculating to obtain a voltage command value V corresponding to the stator winding L1 under a αβ coordinate system *And V *And the voltage command value V corresponding to the stator winding L2 under the αβ coordinate system *And V *And further according to the voltage command value V *、V *、V *And V *Two sets of PWM signals are generated by a space vector modulation algorithm for switching control of the power switching devices in the inverters N1 and N2, respectively.
2. The stator winding unbalanced power control method of claim 1, wherein: in the step (4), the flux linkage component ψ is calculated by the following equation、ψ、ψAnd psi
Figure FDA0002493963160000021
Wherein: psifThe permanent magnet flux linkage value of the motor, R is the stator winding resistance value of the motor, and t represents the moment.
3. The stator winding unbalanced power control method of claim 1, wherein: in the step (5), the mutual inductance value L is calculated by the following equationqq
Figure FDA0002493963160000022
Wherein: l isqIs the self-inductance value of the motor winding.
4. The method of claim 1, wherein the step of controlling the imbalance power of the stator windings comprises: in the step (6), the torque command value T is calculated by the following formulae1 *And Te2 *
Figure FDA0002493963160000023
Wherein: d is torque distribution ratio and D is equal to P1/PM,P1For the output active power of stator winding L1, PMThe total output active power of the motor.
5. The stator winding unbalanced power control method of claim 1, wherein: in the step (7), the torque T is calculated by the following equatione1And Te2
Figure FDA0002493963160000031
Wherein: n is the pole pair number, psi, of the motorfIs the permanent magnet flux linkage value of the motor.
6. The stator winding unbalanced power control method of claim 1, wherein: in the step (8), the flux linkage angle θ is calculated by the following equation1And theta2
Figure FDA0002493963160000032
7. The stator winding unbalanced power control method of claim 1, wherein: in the step (8), the flux linkage command value ψ is calculated by the following equation1d *、ψ1q *、ψ2d *And psi2q *
Figure FDA0002493963160000033
Figure FDA0002493963160000034
Wherein: phi1| and | ψ2And L is the given flux linkage amplitude corresponding to the two sets of stator windings L1 and L2 respectively.
8. The stator winding unbalanced power control method of claim 1, wherein: in the step (9), the flux linkage decoupling compensation quantity delta psi is calculated by the following formula1cAnd delta phi2c
Figure FDA0002493963160000035
Wherein: l isqIs the self-inductance value of the motor winding.
9. The stator winding unbalanced power control method of claim 1, wherein: in the step (9), the flux linkage command value ψ is calculated by the following equation *、ψ *、ψ *And psi *
Figure FDA0002493963160000041
10. The stator winding unbalanced power control method of claim 1, wherein: in the step (10), the voltage command value V is calculated by the following equation *、V *、V *And V *
Figure FDA0002493963160000042
Wherein: r is the resistance value of the stator winding of the motor, and delta T is the switching period of a power switching device in the inverter.
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