Fault Diagnostics UTAS.ppt -...
Transcript of Fault Diagnostics UTAS.ppt -...
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AN ELECTROMAGNETIC APPROACH TO FAULT DIAGNOSTICS AND SURVIVABILITY IN ELECTRIC MACHINESAND SURVIVABILITY IN ELECTRIC MACHINES
Mahesh Krishnamurthy
Hosted by IEEE, Rock River Valley Section
Director, Electric Drives & Energy Conversion LabDirector, Grainger Power Electronics and Motor Drives Lab
Illinois Institute of Technology, ChicagoURL: http://drives.ece.iit.edu
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Unauthorized use prohibited without explicit consent from author
• Electromagnetic nature of energy conversion in electric machines
Outline
electric machines
• Introduction to failures in PM machines
• Concept of Universal Sensor
• Conclusions
• Quick Overview of IIT’s Energy Research Initiatives
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Electric Machines in Everyday Life
Applications of electric machines
Electric Motors have been used in power ranges from milliwatts (mW) to megawatts (MW)
Chevy Spark Electric VehicleHVAC system
Motors
(MW)
Middelgrunden Wind Farm off Copenhagen Leroy-some generator for power station
elevator
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Focus Machine: Permanent Magnet Synchronous Machine
Benefits of PMSM:
• Permanent magnets have been used in electric machines since 1821, hen Michael Farada in ented the first motor in the orld B t thewhen Michael Faraday invented the first motor in the world. But they
did not earn widespread acceptance due to the poor quality of magnetic materials
• Over the last few decades, permanent magnet machines have gaining market share as a result of advances in power electronics as well as permanent magnet quality (in spite of current PM constraints
Since no electrical energy is used or losses incurred for developing or maintaining the motor’s magnetic fieldmaintaining the motor s magnetic field
High output power to volume ratio (Power Density)
High efficiency
No slip rings or brushes4
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Research Objective
The aim of this research is to improve the reliability of permanent magnet synchronous machines and their driverspermanent magnet synchronous machines and their drivers
Two main studies using this approach:
A novel multi-faults detection method using search coils has been proposed and implemented for a permanent magnet synchronous machine.
- to improve the reliability of electric machine itself
A universal sensor including an adaptive position estimator and a currentA universal sensor including an adaptive position estimator and a current estimator based on the search coil model is designed and implemented a permanent magnet synchronous machine
- to improve the reliability of electric machine’s driver
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Rotor Position
“Black Box” Approach
Speed
TorqueVoltage (Vn)
Current (In)
Is it satisfactory?
No
Electromagnetic FieldsEnergy Conversion
Voltage (Vn+1)
Current (In+1)6
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Analyzing Electromagnetic Behavior of an Electric Machine
Electromagnetic Behavior
Field Optimization
Machine Design
Advanced Control
Strategies
Fault tolerant
operationMitigation of
noise and vibration
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Electromagnetic ApproachElectromagnetic Approach
Optimizing Local flux distribution in the machine
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Construction of PMSM
Courtesy of GM (2012)
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Common faults and fault diagnosis techniques for PMSM
Static eccentricity It could be caused by:
I. Eccentricity
- Static eccentricity
- Dynamic eccentricity
It could be caused by:1) Metal fatigue2) Unbalanced stress3) Improper installation4) Corrosion/Contamination
sgdd
The air-gap of a healthy machine, a static eccentricity machine and dynamic eccentricity machine
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- Uniform demagnetization
Common faults and fault diagnosis techniques for PMSMII. Demagnetization
0.25
Tes
la)
Conditions that could cause permanent magnets in a PMSM to demagnetize include:
1) High operation temperature/Cooling system malfunction2) Ageing of magnets3) Corrosion of magnets4) Inappropriate armature current
- Partial demagnetization
0 50 100 150 200 250 300 3500
0.05
0.1
0.15
0.2
Position (degree)
Mag
netic
flu
x de
nsity
(T
Magnetic flux density around the air-gap11
3.2 Demagnetization
3. Common faults and fault diagnosis techniques for PMSM
Maximum operating temperature of different magnet materials
Effect of increasing temperature on the operating point 12
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Inter turn shorted in one phase
Common faults and fault diagnosis techniques for PMSMIII. Stator winding short-circuit
- Inter-turn shorted in one phase
- Inter-turn shorted between phases
- Phase-ground shorted
- Phase-stator shortedShort circuit in one phase
Short circuit between phases
The reasons which cause insulation failure could be
1) M f t i d f t
Short circuit between winding and stator at the end of stator slot
Short circuit between winding and stator at the middle of stator slot
Courtesy of Electromotors WEG SA, Brazil
1) Manufacturing defect2) High operation temperature/Cooling
system malfunction3) Machine overloading4) Transient high voltage5) Friction caused due to vibration
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3. Common faults and fault diagnosis techniques for PMSM3.4 Traditional Fault Diagnosis Schemes
• Spectrum analysis - Armature current spectrum analysis- Vibration spectrum analysis- Axial flux spectrum analysis
• Parameter estimation based on current and voltage monitoring
- Negative/zero sequence currentNegative/zero sequence impedance
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- Negative/zero sequence impedance- Negative/zero sequence voltage
• Temperature monitoring
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Types of
Types of Failures
HardwareD b k
Winding short Partial
Common faults and fault diagnosis techniques for PMSM
Types of methods
Hardware Requirement
DrawbacksBearing Eccentricity
Winding short circuit/open
circuit
Partial Demagnetizati
on
Current frequency Analysis
√ √ √ √Current sensor, Raster encoder
Not good for various speed operated
machines. Eccentricity and
demagnetization have same frequency
signature.
Vibration/Noise frequency
Analysis√ √
Accelerometer/Sound recorder, Raster
encoder
Parameter estimation based on
√ √Current sensor,
Fault-free machine accurate parameters
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current and voltage
monitoring
√ √Raster encoder
accurate parameters are required.
Temperature Monitoring
√ ThermographTemperature is
affected by many factors.
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Implementation of search coils
What is an ideal solution?
Not influenced by power electronic device harmonics;
Different kinds of faults and their severity can be easily distinguished.
No electric machine parameters required
Low cost
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Implementation of search coils
Flux distribution created by magnets only Flux distribution created by armature current only
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Flux distribution of a full motor
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Implementation of search coils
18Search coils on stator teeth to monitor magnetic flux 18
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FEA model
4.4 Co-simulation
4. Implementation of search coils
Σ PI
Σ PIPIΣ
ud
uq
0
iq*
ω*
dq to abc
SVPWM
PWM
ω
IGBTs
DCLink
Search coil voltage
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id
abc to ad
iqia
ib
Simulink model
voltage
Co-simulation topology with vector control
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4.4 Co-simulation
4. Implementation of search coils
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Co-simulation of vector control in Simulink
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On line data
Operating Principle
On-line data acquisition
Data Processing
Filtering
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displaying
Decoupling
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armature component
Decoupling of Electromagnetic Fields
fi
Decoupling
22field component 22
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Fault Diagnostics
Static Eccentricity
PMSM with 0.005 (20%) inch and 0.01 (40%) inch static eccentricity.
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Field component
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Fault Diagnostics
Dynamic Eccentricity
PSMS with a 30% dynamic eccentricity
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Field component
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Fault Diagnostics
Inter-turn Short Circuit
PMSM with one, two, and three turns of the armature coils around a tooth, which is at 0 degree position, are inter-turn shorted.
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Armature component
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Fault Diagnostics
One phase-ground Short Circuit
PMSM with one of the three phases is grounded
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Armature component
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Partial Demagnetization
Fault Diagnostics
Partial Demagnetization
PMSM with one out of the four pole pairs is 20% and 50% demagnetized respectively.
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Field component
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E t i it
Experimental Results
Eccentricity
The air gap of the machine is 25 mils (0.635mm), while the displacement of shaft is about 7mils (the thickness of electrical tape, 0.1778mm), so it is about 28% eccentricity.
In process of grinding end plate to create static eccentricity
28Illustration of eccentricity
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Eccentricity
Experimental Results
Search coils voltage from 4 stator poles of phase A, in the condition of static eccentricity while 0.4 A q-axis current applied
It shows that at stator tooth A4 has highest field component
Search coils voltage from 4 stator poles of phase A
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has highest field component, while A2 has lowest filed component and A1, A3 are in between of them. This indicates an eccentricity to the direction of A4, which has the smallest air gap.
Field component of search coils in the eccentricity machine
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0 5
1
1.5
Inter-turn short circuit
Experimental Results
The amplitude of the pulses of A3 (red curve) is smaller than others, indicating a short circuit in the A3 windings.
The armature component of coil A3 is smaller than other ones due to 4 less turns
0.5 0.51 0.52 0.53 0.54 0.55 0.56 0.57 0.58 0.59 0.6-1.5
-1
-0.5
0
0.5
Time (s)
A1A2A3A4
Search coils voltage from 4 stator poles of phase A
30Armature component in an inter-turn shorted machine
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Demagnetization
Experimental Results
Part of one rotor pole, which is made with bonded NdFeB, was physically removed.
Rotor with single pole damaged to imitate partial demagnetization
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One out the eight rotor poles has approximate 15% less magnetic field
Back EMF of single pole damaged rotor 31
Advantages of proposed scheme:
Advantages and Disadvantages
g p p√Not influenced by power electronic device harmonics (Because
fundamental frequency signal is used for processing); √ Can determine static eccentricity direction and its severity;√ Can determine short-turns location and its severity;√ Can determine severity of demagnetization of each magnet pole;√ Can determine which phase is ground shorted;√ Can work as a backup position sensor;
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Challenges in the implementation of proposed scheme:×Invasive (So needed to be mounted during manufacturing)
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Novel Universal Sensor
Position estimation
Traditional position sensorless techniques types
- High frequency voltage injection (for machines with saliency, ex. IPM, SRM)
- Back EMF based
- To observe flux vector with machine model, phase voltage and current
Traditional Current sensorless techniques types
Current estimation
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Traditional Current sensorless techniques types
- Based on DC link current and switching state
- Sinusoidal current reconstruction with uniformed samples used for correction
- To observe current vector with machine model, phase voltage and flux vector
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Feature of proposed position estimator
Novel universal sensorPosition estimation
Feature of proposed position estimator
Phase resistance may deviate a lot from its nominal value
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0
s q dq q
e
d dq s d
dR L L
u idt Kdu i
L R Ldt
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- skin effects
- temperature change
_ __
__
_ _
1
0
q s d sq s q
e sd s d
q s d s
dM Mu idt K
u d iM M
dt
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Novel universal sensor
Position estimation
_ed su
_eq su
sMedi
eqi
sM
_a su
ai bi ci
_b su _c su
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1
z
2
Configuration of rotor position estimator
1n n
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Novel universal sensorCurrent estimation
u
1
s
1
s F G
G
i
e sM J
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Configuration of current estimator
i
ieJ
36
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Actual and estimated position at steady state
Use as Universal Sensor
150
200
250
300
350
400
Pos
ition
(de
gree
)
actual
estimated
Actual and estimated position at steady state
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0 0.005 0.01 0.015 0.02 0.025 0.03 0.035 0.040
50
100
Time (s)
Simulational results Experimental results
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A t l d ti t d iti t t ti ti
Use as Universal Sensor
Actual and estimated position at starting time
150
200
250
300
350
400
Pos
ition
(de
gree
)
actual
estimated
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0 0.005 0.01 0.015 0.02 0.025 0.03 0.035 0.040
50
100
Time (s)
Simulational results Experimental results
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A t l d ti t d d i t
Use as Universal Sensor
Actual and estimated d-q axis current
-1
0
1
2
3
4
5
20
30
40
50
60
Cur
ren
t (A
)
Actual d axis current
Estimated d axis current
Actual q axis current
Estimated q axis current
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Simulational results Experimental results
1 2 3 4 5 6 7 8 9 10 11-5
-4
-3
-2
Time (s)
Actual d axis current
Estimated d axis current
Actual q axis current
Estimated q axis current
0 0.005 0.01 0.015 0.02 0.025 0.03 0.035 0.04
-10
0
10
Time (s)
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• Signatures of different faults are easy to distinguish.
Conclusions
• Direction and severity of eccentricity can be determined if electromagnetics of the machine is well understood.
• Location and severity of winding short-turns can be found.
• Severity of demagnetization can be determined.
• No machine parameters required.
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•Search coils can also work as a backup universal sensor
• In contrast to existing sensorless techniques, the problem of resistance variation is avoided.
• Owing to its ability to achieve position and current estimation, it improves the reliability of drive system
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• Y. Da, X. Shi, M. Krishnamurthy*, “A Novel Universal Sensor Concept for Survivable PMSMDrives,” IEEE Transactions on Power Electronics, Volume: 28, Issue: 8, Publication Year:
References
2013, pp. 5630 - 5638
• Y. Da, X. Shi, M. Krishnamurthy*, “A New Approach to Fault Diagnostics for PermanentMagnet Synchronous Machines Using Electromagnetic Signature Analysis,” IEEETransactions on Power Electronics, Volume: 28, Issue: 8, Publication Year: 2013, pp. 4104 -4112
• Y. Da, M. Krishnamurthy, “ Position and Current Estimation for Permanent MagnetSynchronous Machines Using Search Coils,” Vehicle Power and Propulsion Conference,2011. VPPC ’11. Proceedings of the 7th Annual Conference of the IEEE, pp. 1-5, 2011.
• Y. Da, X. Shi, M. Krishnamurthy, “Health monitoring, fault diagnosis and failure prognosistechniques for Brushless Permanent Magnet Machines ” 20th Vehicle Power and PropulsionConference, 2011. VPPC ’11. Proceedings of the 7th Annual Conference of the IEEE, pp.1-7, 2011.
• Y. Da, M. Krishnamurthy, “Novel Fault Diagnostic Technique for Permanent MagnetSynchronous Machines Using Electromagnetic Signature Analysis,” Vehicle Power andPropulsion Conference, 2010. VPPC ’10. Proceedings of the 6th Annual Conference of theIEEE, pp. 1-6, 2010. 41
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Thank you
Questions?
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Questions?
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Novel universal sensor
Current estimation
Operation principle of proposed current estimatorp p p p p
_ __
__
_ _
1
0
q s d sq s q
e sd s d
q s d s
dM Mu idt K
u d iM M
dt
1 0 0 0
0 1 0 0 i
i
0
0 0e sM J I
uJ i
50
_
_
0 0 0 1 0
0 0 0 0 1
0 0 0 0 0
0 0 0 0 0
e s
se s
se
e
M
uM
uii
ii
0 0eJ ii
50
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6. Novel universal sensor6.2 Current estimation
Based on
0
0 0e s
e
M J Iu
J ii
Based on
a sliding mode observer is designed as
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ˆ ˆ0 ˆ( )ˆ 00ˆ
e s
e
I IM Ju G sign
FJ ii
ˆ ˆ ˆ T
ˆ ˆ ˆ Ti i i
whereG: switching gain, which is equal to kIF: feedback gain matrix, which is equal to f1I+f2J˜: parameter’s nominal value when parameter’s error is consideredˆ: state variables’ estimated value
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