AN205349 FM3 MB9AF112L/MB9AF314L Series Single Shunt.pdf

AN205349
FM3 MB9AF112L/ MB9AF314L Series Single Shunt
This application note describes single shunt implementation in MB9AF112L/MB9AF314LSeries and also describes
about the algorithm implementation of software and hardware.
Contents
1
2
3
Introduction .................................................................. 1
1.1 Advantages and disadvantages
of using a single-shunt resistor ........................... 1
1.2 Possible Techniques to
Overcome These Problems ................................ 2
Single Shunt Principle ................................................. 2
2.1 Control Motor Structure ....................................... 2
2.2 Motor Control Block Overview............................. 3
2.3 Single-shunt Current Measurement .................... 5
Single Shunt Implementation ....................................... 6
3.1 How to sample single shunt current correctly...... 6
3.2 Single Shunt Software implementation ............... 9
1
3.3 Single Shunt Hardware ..................................... 15
Single Shunt Function Verification ............................. 17
4.1 Basic Verification .............................................. 17
5 Conclusion................................................................. 25
Document History............................................................ 26
Worldwide Sales and Design Support ............................. 27
Products 27
PSoC® Solutions ............................................................. 27
Cypress Developer Community....................................... 27
Technical Support ........................................................... 27
4
Introduction
This application note describes single shunt implementation in- MB9AF112L/MB9AF314LSeries.
This application note describes the algorithm implementation of software and hardware.
1.1
Advantages and disadvantages of using a single-shunt resistor
Advantages
One of most important reasons for single-shunt three-phase reconstruction is cost reduction. Which in turn, simplifies
the sampling circuit to one shunt resistor and one differentia amplifier. In addition to cost reduction benefits, the
single-hunt algorithm allows the use of power modules that do not provide individual ground connection of each
phase. Another benefit of single-shunt measurement is that the same circuit is being used to sense all three phases.
Gains and offset will be the same for all measurements, which eliminates the need to calibrate each phase
amplification circuit or compensate in software.
Disadvantages
During single-shunt measurements, a modification on the sinusoidal-modulation pattern needs to be made in order to
allow current to be measured (for example: low-modulation index region). This pattern modification could generate
some current ripple. Due to modification of patterns and correction of the same modifications, more CPU is used to
implement this algorithm. As shown bellows:
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
Figure 1. low-modulation index region
1.2
Possible Techniques to Overcome These Problems
One possible solution to this problem is to ignore current measurements during these critical periods. This is not
desirable since some algorithms, including the one used in this application note, require information from all three
currents in order to estimate the position of the rotor. Another solution is to estimate current measurements. This
could be one good solution, but requires fine tuning since current increase would depend on pass current
measurement, motor parameters, and so on. The third solution is to expand the period of time where measurement is
taking place. This would force a minimum time (critical measuring time) so that current stabilizes to a new value that
is actually measurable by the Analog-to-Digital Converter (ADC). We will focus on modifying the switching pattern to
a minimum measurement time window (RETRIT), which is present all of the time.
2
Single Shunt Principle
2.1
Control Motor Structure
2.1.1
Three-Phase PM Synchronous Motor
The PM synchronous motor is a rotating electric machine with a classic three-phase stator like that of an induction
motor; the rotor has surface-mounted permanent magnets.
Figure 2. PMSM structure
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2.2
Motor Control Block Overview
This section describes the PMSM FOC control theory with single shunt. Figure 3 below shows the whole block.
Figure 3. PMSM FOC Block with Single Shunt
Modules explanation:
1.
When zero interrupt of PWM happen, the right OCCP buffer will change, when the top interrupt of PWM
occurred, the duty of the PWM will updated. the DC bus current are measured by AD interrupt base on before
cycle calculator AD timer from the DC bus current. These measurements provide values i1 and i2. In this period,
running the motor functions except the motor arithmetic.
2.
When top interrupt of PWM happen, three phase value using before detect the currents, i3 is calculated because
i1, i2 and i3 have this relationship:
i1+ i2 + i3 = 0.
And i1, i2 and i3 compare with the ia, ib and ic base on the reconstruction table as shown below.
Table 1. Six PWM on or off and DC bus current
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Table 2. Relationship Between Sector and Current
sector
Current sampled
i1
Current reconstructed
i2
6
ic
-ib
ia
2
ia
-ib
ic
3
ia
-ic
ib
1
ib
-ic
ia
5
ib
-ia
ic
4
ic
-ia
ib
0
0
0
0
7
0
0
0
The 3-phase currents are converted to a two axis system. This conversion provides the variables iα and iβ from the
measured ia and ib and the calculated ic values. iα and iβ are time-varying quadrature current values as viewed from
the perspective of the stator.
3.
The two axis coordinate system is rotated to align with the rotor flux using a transformation angle calculated at
the last iteration of the control loop. This conversion provides the Id and Iq variables from iα and iβ. Id and Iq are
the quadrature currents transformed to the rotating coordinate system. For steady state conditions, Id and Iq are
constant.
4.
Error signals are formed using Id, Iq and reference values for each. The Id reference controls rotor magnetizing
flux. The Iq reference controls the torque output of the motor. The error signals are input to PI controllers. The
output of the controllers provide Vd and Vq, which is a voltage vector that will be sent to the motor.
5.
A new transformation angle is estimated where vα, vβ, iα and iβ are the inputs. The new angle guides the FOC
algorithm as to where to place the next voltage vector.
6.
The Vd and Vq output values from the PI controllers are rotated back to the stationary reference frame using the
new angle. This calculation provides the next quadrature voltage values vα and vβ.
7.
The vα and vβ values are transformed back to 3- phase values va, vb and vc. The 3-phase voltage values are
used to calculate new PWM duty cycle values that generate the desired voltage vector. The entire process of
transforming, PI iteration, transforming back and generating PWM is illustrated in Figure 9. Next cycle DC bus
current detecting of AD trigger timers are calculated and in this time the left OCCP buffer will change , when zero
of PWM occurred, the duty of PWM will updated.
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
2.3
Single-shunt Current Measurement
Figure 4 shows the current sensing circuit.
Direct measurement of the motor winding current requires isolation circuits to handle the high common mode voltage
and switching frequency at the motor windings. The phase current reconstruction circuit avoids the isolation
requirement by measuring current in the dc link. The motor winding currents are measured by synchronizing the
sampling of the current in the dc link shunt with the power inverter switching. In every PWM cycle, there are two
active states where the motor windings are connected between the two dc bus rails. In each active state, one dc bus
rail connects to a single motor winding and the other bus rail connects to the other two motor windings. The motor
flowing from the dc bus rail flows through one winding and returns from the remaining two windings via the dc link
shunt. The current sampled in the dc link shunt during this period is equal to the current in the single motor winding. A
second winding current is sampled during the second active PWM state. The third winding current is calculated from
the sum of the first two currents since they all must sum to zero.
This can be seen by examining the current flow in the power circuit in Figure 4 as it relates to the state of the power
inverter switches. The first inverter state is a zero vector state where all windings are shorted to the lower dc bus rail.
The second state is an active state where the U phase is connected to the positive rail and the V and W phases are
connected to the negative rail. The third inverter state is also an active state but now only the W phase is connected
to the negative rail. The fourth inverter state is a zero vector state where the windings are shorted to the positive rail.
The second half of the PWM cycle is a mirror image of the first half of the cycle. In this complete PWM cycle, there
are two states when the dc link current equals the U phase current and two states when the dc link current equals the
negative W phase current.
Figure 4. Single Shunt Current Sensing
The Space vector modulator generates the PWM switching signals and the dc link current sample timing signals. The
current reconstruction circuits include the A/D converter and the analog amplifier to bring the current shunt signal
within the range of the converter. Successful implementation requires careful circuit board layout and fine tuning of
the sample timing to avoid the significant circuit noise generated by the power device switching.
(Remark: at this document only detect the DC current at left half of cycle).
At below content will describe the phase reconstruction arithmetic amply.
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
3
Single Shunt Implementation
3.1
How to sample single shunt current correctly
3.1.1
Compensation time
In some cases, t1 or t2 will be not available for AD sampling. It has to be moved a little to ensure enough time for
current stability and AD sampling. As shown in Figure 5 below.
Figure 5. Compensation Time
There are three cases below about compensation:
T1 not available (Figure 6): compensating T1.
T2 not available (Figure 7): compensating T2.
Both T1 and T2 not available (Figure 8): compensating both T1 and T2.
So the minimum compensation time (A) must be existed for current stability and AD sampling.
Figure 6. T1 Compensation
1
T1 < A, T2>A
HU
HV
HW
1
A/2
HU
HV
HW
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
Figure 7. T2 Compensation
1
T1 > A, T2<A
HU
HV
HW
A/2
1
HU
HV
HW
Figure 8. T1 and T2 Compensation
1
T1 < A, T2<A
HU
HV
HW
1
A/2
HU
A
HV
HW
Above describing will occur at the voltage low 、speed low and from one sector to another sector, that meaning lowmodulation region.
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
3.1.2
Af f e c t i o n o f C o m p e n s a t i o n T i m e
After compensated, we will compensate again at another half cycle in order to decrease the vector. Because the
vector not changed in all cycle, so the vector was send will not change in every cycle. The changed vector between at
the tow half of the cycle only. The operation as shown bellows:
Figure 9. The Vector Change at all Cycle
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
3.2
Single Shunt Software implementation
3.2.1
S o f tw a r e F l o w c h a r t
3.2.1.1 First Method
Right calculate the motor function and catch the current. Left run the arithmetic of motor.
Figure 10. First Method Software Flowchart
Zero detection
interrupt
Start
Change PWM duty of left
Run PFC and motor
specific functions
ADC interrupt
compare interrupt
If First-ACCP time
If Second-ACCP time
Sample first current
Set Second-ACCP
sampling time
Sample second
current
PWM top interrupt
reconstruction phase current
run motor arithmetic
calculate ADC trigger time
ADC trigger sample PFC value
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
3.2.1.2 Second method
Left was used catch the current. Right run all function include motor arithmetic.
(Remark: this method needs the chip to run higher frequency).
Figure 11. Second Method Software Flowchart
Zero detection
interrupt
Start
Change PWM duty of left
No run arithmetic of motor
only catch the current
ADC interrupt
compare interrupt
If First-ACCP time
If Second-ACCP time
Sample first current
Set Second-ACCP
sampling time
Sample second
current
PWM top interrupt
reconstruction phase current
run motor arithmetic
calculate ADC trigger time
and change the right OCCP
ADC trigger sample PFC value
and run the PFC arithmetic
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
3.2.1.3 Third method
All cycle run the function and arithmetic that used last cycle catching the current.
Figure 12. Third Method Software Flowchart
Zero detection
interrupt
Start
Change PWM duty of left
Use last catch current
construction three phases
current run the arithmetic
of motor and all function.
change the next cycle right
OCCP value. Calculate the
trigger time of current.
ADC interrupt
compare interrupt
If First-ACCP time If Second-ACCP time
Sample first current
Set Second-ACCP
sampling time
Sample second
current
Algorithm flow explanation:
1.
Write left register: it happens at the right time of zero interrupt triggering and run the PFC and other functions.
2.
ADC0 First-ACCP trigger: AD start working that selecting timer trigger to sample current at T1 time and set the
Second-ACCP.
3.
ADC0 Second-ACCP trigger: AD start working that selecting timer trigger to sample current at T2 time;
4.
Compare TOP interrupt: write right OCCP buffer register happens in this interrupt reconstruction three phase
current and run the motor arithmetic, At the end, reload the AD trigger time.
5.
ADC0 right half cycle trigger: It is used for sample IAC,VAC and VDC that be used calculate PFC and system
parameters;
All cycle flows shown that bellow figure:
Point 1 shown the PWM zero interrupt;
Point 2 shown the ADC0 First-ACCP trigger;
Point 3 shown the ADC0 Second-ACCP trigger;
Point 4 shown the PWM top interrupt;
Point 5 shown the ADC0 of sample IAC,VAC and VDC;
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
Figure 13. Algorithm Flow
4
5
1
1
2
3
3.2.2
Compensation Time Calculation
Compensation time contains four parts: T1, T2, T3, T4.
Restrict timer = T1 + T2 + T3 + T4.
Explanation of T1, T2, T3, T4:
1.
T1: that time was taken on by IGBT on till it standing about resist on 1.5us.
2.
T2: time for amplifier output stability. It relate on hardware. Output of amplifier needs enough time to be stable for
AD sample.
3.
T3: AD conversion time. The time was decided by AD conversion speed. If the AD conversion time bigger than
resist time, catching value will distortion.
4.
T4: dead time, The time come from inner dead time and it is set ensure value.
Figure 14. T2 Compensation Time Components
UH
VH
WH
WL
T1T2T3 T4
Vector T1 compensation time components are similar to vector T2.
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
3.2.3
AD F i r s t - AC C P t r i g g e r P o i n t
Figure 15. T1 AD Trigger Point
UH
VH
VL
T1 T2 T3 T4
AD trigger
Real sample point
Explanation of T1, T2, T3, T4:
1.
T1: that time was taken on by IGBT on till it standing about resist on 1us.
2.
T2: time for amplifier output stability. It relate on hardware. Output of amplifier needs enough time to be stable for
AD sample.
3.
T3: AD conversion time. The time was decided by AD conversion speed. If the AD conversion time bigger than
resist time, catching value will distortion.
4.
T4: dead time, the time come from inner dead time and it is set ensure value.
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
3.2.4
AD S e c o n d - AC C P t r i g g e r P o i n t
Figure 16. T2 AD Trigger Point
UH
VH
WH
WL
T1T2T3T4
Real sample point
AD trigger
Vector T2 Meaning of T1, T2, T3, T4 is the same to vector T1.
T1, T2 at the same structure and influence by dead time as below:
Figure 17. T1 and T2 Valid Current Time at the same cycle
T0 and T3 as above all zero vector. We detect current only T1 and T2, they are taken part by dead time and
increasing time at increasing edge.
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
3.3
Single Shunt Hardware
Single shunt hardware as below, it needs one amplifier and one shunt only:
Figure 18. Single Shunt Detect Hardware
And dual shunt and three shunt need more amplifiers and more shunts as belows :
Moreover , it need more amplifiers and shunts used the DC bus current protect.
So we need more cost for the dual and three shunt hardware.
Figure 19. Tow Shunt Detect Hardware
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
Figure 20. Three Shunt Detect Hardware
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
4
Single Shunt Function Verification
4.1
Basic Verification
4.1.1
T i m e f o r Am p l i f i e r O u t p u t S t a b i l i t y
The output of amplifier needs enough time for stability caused by IGBT switching time.
Different amplifier has different switching time, So component datasheet is needed. Figure 21 shows stability time.
Figure 21. Stability Time
PHASE CURRENT:
BUS CURRENT:
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
4.1.2
Am p l i f i c a t i o n t i m e s
Figure 22 shows amplifier output.
Figure 22. Amplifier Output
PWM:
DCBUS
:
PHASE:
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
Figure 23 shows amplifier input.
Figure 23. Amplifier Input
PWM:
DCBUS
:
PHASE:
From above, amplification times can be calculated.
4.1.3
Sector and Upper IGBT
To ensure waveform be generated correctly, sector and upper IGBT must be matched well.
4.1.4
Dead Time
To prevent upper and lower IGBT on at the same time, dead time must exist.
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
4.1.5
Compensation Time
The existence and correctness of compensation time can be recognized by upper IGBT waveform. Figure 24 shows
T2 compensation information.
Figure 24. T2 Compensation
UH:
VH:
WH:
AD:
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
4.1.6
AD s a m p l e
Figure 25 shows AD trigger point based on correctness of sampling.
(Remark: AD single shown after the AD convert completion get into the AD interrupt ,under 40M frequency AD
convert time is about 1us).
Figure 25. AD Trigger Point
AD:
DCBUS
:
PHASE:
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
4.1.7
R i g h t R u n W a ve f o r m S h o w n
Below shown the right detect and phase current and DC bus current.
Figure 26. Phase Current and DC Bus Current
PHASE CURRENT:
BUS CURRENT:
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
Figure 27. Clear Phase Current and DC Bus Current
PHASE CURRENT:
BUS CURRENT:
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
Figure 28. At One Cycle Phase and DC bus current
PHASE CURRENT:
BUS CURRENT:
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
4.1.8
AD S a m p l e V e r a c i t y
AD sampling values are shown through DA board.
Figure 29. AD Current and DC bus Current
AD shown value:
Amplifier
output:
Reconstruct
current:
Red line shows AD sample current. Green line shows the output of amplifier. Only when ensuring the veracity of right
AD sampling, reconstruct current can be similar to the real current, then speed and angle information can be
calculated rightly.
5
Conclusion
This application note illustrates the advantages, limitations and constraints of the single-shunt algorithm. The singleshunt algorithm method is able to recreate the current flowing through the motor phases using a single-shunt resistor
to sense the current flowing through the DC bus. In order to obtain the information contained in the DC bus current,
Space Vector Modulation is used. SVM creates a series of sampling time windows that allows the observation of the
current flowing through the motor phases. These time windows are classified and grouped in the shunt resistor truth
table. This truth table shows the relationship between the information present at the shunt resistor versus the state of
the electronic switches. However, it is not possible to obtain the desired information from the DC bus current in
certain SVM areas. This limitation is overcome by modifying the SVM switching patterns. Modifying these patterns
makes it possible to extract the desired information from the single-shunt resistor in every SVM operating state.
These practical results demonstrate that the single-shunt resistor technique provides information accurate enough to
meet the requirements of Field-Oriented Control. It is possible to obtain the motor information such as position and
torque based on the reconstructed information extracted from the current flowing through the DC bus.
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
Document History
Document Title: AN205349 - FM3 MB9AF112L/ MB9AF314L Series Single Shunt
Document Number: 002-05349
Revision
ECN
Orig. of
Change
07/02/2011
Initial release.
**
—
FCZH
06/07/2012
Changing Software Flowchart.
*A
5264548
FCZH
05/09/2016
Migrated Spansion Application note from MCU-AN-510110-E-11 to Cypress format.
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Submission
Date
Description of Change
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FM3 MB9AF112L/ MB9AF314L Series Single Shunt
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