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International Journal of Power Electronics and Drive System (IJPEDS)
Vol. 7, No. 2, June 2016, pp. 531~542
ISSN: 2088-8694  531
Journal homepage: http://iaesjournal.com/online/index.php/IJPEDS
An Improved DTFC based Five Levels - NPC Inverter Fed
Induction Motor for Torque Ripple Minimization
P. Rajasekaran *
, V. Jawahar Senthilkumar **
*Department of Electrical and Electronics Engineering, Jawaharlal Nehru Technological University, Hyderabad,
Telangana - 500085, India
**Department of Electronics and Communication Engineering, Anna University, Chennai – 600025, India
Article Info ABSTRACT
Article history:
Received Sep 30, 2015
Revised Apr 19, 2016
Accepted May 2, 2016
This paper presents a five level Neutral Point Clamped (NPC) inverter fed
IM (Induction Motor) drive for variable speed application. In general the
stator current is very highly affected by the harmonic components. It can be
affecting the torque to produce high torque ripple in IM at maximum to low
speed region. Since the drive performances are depends on mathematical
model contains the parameters variations, noise, common mode voltage, flux
variation and harmonic levels of the machine. Torque ripples and voltage
saturations are the most significant problems in drive application. To
overcome this problem the DTFC (direct torque and flux control) technique
based five-level neutral-point-clamped (NPC-5L) approach is used. The
proposed control scheme uses to stator current error as variable. Through the
resistance estimated PI controller rules based the selection of voltage space
vector modulation technique is optimized and motor performance level has
been improved. The torque & speed are successfully controlled with less
torque response. The results are compared and verified with conventional
three phases VSI under different control technique by Matlab/Simulink.
Keyword:
Direct torque and flux control
Field oriented control
Induction motor
Five levels NPC
Space vector modulation
Torque ripple minimization
Voltage source inverter
Copyright © 2016 Institute of Advanced Engineering and Science.
All rights reserved.
Corresponding Author:
P Rajasekaran
Department of Electrical and Electronics Engineering,
Jawaharlal Nehru Technological University, Hyderabad,
Telangana - 500085, India.
E-mail: rajasekaranphd123@gmail.com
1. INTRODUCTION
The recent years, induction motors has widely preferred for most industrial low to high speed
application due to their reliability, affordable price, the rugged construction and efficiency in comparison
with DC motors which suffer from the drawbacks of the brushes-collector, corrosion and necessity of
maintenance. However, induction motors are considered as nonlinear, multivariable and highly coupled
systems [1, 2]. For this reason, induction motors have been used especially in closed-loop for variable speed
application. Even the induction motor is possible for high precision torque and speed control through highly
preserved control technique [3].
Generally, the adjustable-speed drive operation should meet following requirement such as highly
sinusoidal output waveforms, which has associated with reduced voltage/current harmonic distortions, lower
electromagnetic interference (EMI), lower common-mode voltage, lower switching losses and higher
efficiencies [5]. Those requirements are not fully satisfied in common VSI, CSI type of inverters. So the
multilevel inverters are preferred for high power drive application. Commercially three basic multilevel
converters are presented in the literature as diode-clamped converters cascaded H-bridge converters and
flying-capacitor converters.
Among the various MLI topologies, the neutral point clamped (NPC) topology is most used one.
Even if the conducting power switches and the dc-link capacitors have to endure only one-half of the
 ISSN: 2088-8694
IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542
532
dc-link voltage. As a result, the converter can be deal with the double voltage and power value
compared to standard two-level VSI with the same switching frequency. In general the NPC topology has
been constructed by higher number of power switches so thus additional control scheme required. Dc link
neutral point clamping is need for maintaining balanced voltage [4-6].
High number of five level NPC inverter fed with high performance IM drives which is requires
decoupled torque and flux control. DTFC technique is avoiding the stator current decoupling problem [13].
Additionally DTFC provides very fast torque and speed response without any complex in inner current
regulation loop. DTFC–SPWM scheme has enhanced the fundamental output voltages by extend the linear
modulation range.
In this paper, stator resistance estimation based DTFC by incorporating SPWM scheme has
proposed to uses stator current error as variable through PI controller. Five levels NPC inverter has been
equated the DC link voltage into inverting AC voltage. Space vector estimated NPC inverters have been
minimized the torque ripples and voltage saturations. The voltage balancing capability is also improved.
2. FIVE LEVEL NPC INVERTER
The five-level neutral-pointed clamped (NPC-5L) topology is shown in figure (1). Each leg of the
NPC has constructed by eight active switches (Q1, Q2, Q3, Q4, Q5, Q6, Q7 and Q8) and converter [7-8]. The
switching states are given in table 1. An inverter stage connected to an MV induction machine (IM).
Generally a standard direct-on-line (DOL) method can be followed for control purpose. Since the value of
leakage inductance is xσ, range of 0.18 p.u.
The NPC can be able to minimize the harmonic distortion of the stator current. Further the active
switches of the converter are operated at low frequency. The SPWM scheme has overcomes the limitations of
the modulation index range of PWM methods. The SPWM controller is suitable to achieve the current
harmonics [9-10]. The 5L-NPC inverter derived from 3L-NPC inverter. The Three phase NPC-5L voltage is
derived from phase capacitor Cph feed series connected capacitor output voltage.
Figure 1. 5L-NPC inverter circuit diagram
IJPEDS ISSN: 2088-8694 
An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran)
533
Table 1. Switching Table
SWITCHING STATES
OUTPUT VOLTAGE
Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8
1 1 1 1 0 0 0 0 Vdc/2
0 1 1 1 1 0 0 0 Vdc/4
0 0 1 1 1 1 0 0 0
0 0 0 1 1 1 1 0 -Vdc/4
0 0 0 0 1 1 1 1 -Vdc/2
The desired dc link voltage is Vdc, each capacitor (C1, C2, C3, C4) has been splits voltage (1/4)
Vdc. The dc link capacitor currents are flows through the active switches by named as ic1, ic2, ic3 and ic4.
This converter ac voltages and currents of the each phase are derived by var, vbr and vcr (ia, ib & ic)
connected to the induction drive.
3. MODEL OF INDUCTION MOTOR
The three phase induction motor has constructed by n number of stator windings that are displaced
by (360˚/n). It can process at every 120˚. A typical isolated neutral five-leg inverter configuration is used to
drive a star-connected five-phase squirrel-cage induction motor. Since the considered squirrel-cage stator and
rotor can be represented by a short-circuited three-phase rotor winding in induction motor [11-12]. The state
equation of induction motor written by stator reference frame (α, β) coordinates, can be given follows such as
stator and rotor laminated model shown in figure 2.
Figure 2. Stator and rotor lamination
IJPEDS ISSN: 2088-8694 
An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran)
533
Table 1. Switching Table
SWITCHING STATES
OUTPUT VOLTAGE
Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8
1 1 1 1 0 0 0 0 Vdc/2
0 1 1 1 1 0 0 0 Vdc/4
0 0 1 1 1 1 0 0 0
0 0 0 1 1 1 1 0 -Vdc/4
0 0 0 0 1 1 1 1 -Vdc/2
The desired dc link voltage is Vdc, each capacitor (C1, C2, C3, C4) has been splits voltage (1/4)
Vdc. The dc link capacitor currents are flows through the active switches by named as ic1, ic2, ic3 and ic4.
This converter ac voltages and currents of the each phase are derived by var, vbr and vcr (ia, ib & ic)
connected to the induction drive.
3. MODEL OF INDUCTION MOTOR
The three phase induction motor has constructed by n number of stator windings that are displaced
by (360˚/n). It can process at every 120˚. A typical isolated neutral five-leg inverter configuration is used to
drive a star-connected five-phase squirrel-cage induction motor. Since the considered squirrel-cage stator and
rotor can be represented by a short-circuited three-phase rotor winding in induction motor [11-12]. The state
equation of induction motor written by stator reference frame (α, β) coordinates, can be given follows such as
stator and rotor laminated model shown in figure 2.
Figure 2. Stator and rotor lamination
IJPEDS ISSN: 2088-8694 
An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran)
533
Table 1. Switching Table
SWITCHING STATES
OUTPUT VOLTAGE
Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8
1 1 1 1 0 0 0 0 Vdc/2
0 1 1 1 1 0 0 0 Vdc/4
0 0 1 1 1 1 0 0 0
0 0 0 1 1 1 1 0 -Vdc/4
0 0 0 0 1 1 1 1 -Vdc/2
The desired dc link voltage is Vdc, each capacitor (C1, C2, C3, C4) has been splits voltage (1/4)
Vdc. The dc link capacitor currents are flows through the active switches by named as ic1, ic2, ic3 and ic4.
This converter ac voltages and currents of the each phase are derived by var, vbr and vcr (ia, ib & ic)
connected to the induction drive.
3. MODEL OF INDUCTION MOTOR
The three phase induction motor has constructed by n number of stator windings that are displaced
by (360˚/n). It can process at every 120˚. A typical isolated neutral five-leg inverter configuration is used to
drive a star-connected five-phase squirrel-cage induction motor. Since the considered squirrel-cage stator and
rotor can be represented by a short-circuited three-phase rotor winding in induction motor [11-12]. The state
equation of induction motor written by stator reference frame (α, β) coordinates, can be given follows such as
stator and rotor laminated model shown in figure 2.
Figure 2. Stator and rotor lamination
 ISSN: 2088-8694
IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542
534
  UBXAX ..   (1)
XCY . (2)
Where A, B and C are the evolution of the control and observation matrices respectively.
 t
rrisisX    ;









V s
V s
U











Is
Is
Y


(3)




































 









 


TrTr
M
TrTr
M
MTRMTrTS
MMTRTrTS
A
1
0
1
0
1111
0
11
0
11



















(4)
With, ω Rotor speed and the machine’s parameters are Rs, Rr, M, Ls, Lr and p are given by,
Rs
Ls
T s
Rr
Lr
T r  , (5)
The mechanical equation is derived in equation (7)
 .. fcrCedt
d
J (6)
J is the inertia coefficient and using the Laplace transform, the equation (8) shows that the relation between
the stator flux and the rotor flux represents a low pass with time constant . The electromagnetic torque
can be expressed as,
sT r
s
LS
M
r 




1
(7)
 issaissa
p
Ce  
22
3
(8)
4. IMPROVED DTFC SCHEME FOR INDUCTION MOTOR
The DTFC method is proposed for induction motor controlling purpose since it can be provide a
very accurate and fast decoupled control of the stator flux linkage and the electromagnetic torque without
help of any current regulators [14]. The DTFC with stator resistance estimator is shown in figure 3. This
strategy of control competitive compare to the rotor flux oriented method [15]. The lookup table can be
derived by based on the selected torque error signal in input comparator side.
IJPEDS ISSN: 2088-8694 
An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran)
535
Figure 3. Improved DTFC block diagram with stator resistance estimator
This control technique is fully depends upon the converter active switching operating level. The
selection of controlling parts are generally based on the use of hysteresis regulators and SPWM technique,
amplitude of the stator flux and electromagnetic torque can be controlled by this modified state of system.
The stator flux is derived in equation (1), can be approximately simplified in equation (2) the stator resistance
is ignored since it can be derived in short period.
 dt
t
ISRSV SSs  
0
 (9)
 dt
t
V Ssos 
0
 (10)
During sampling time Te period the vector tension applied to the machine remains constant, and
thus one can be written as,
 
t
TeV sksks
0
.)()1(  (11)
Therefore to increase the stator flux, we can apply a vector of tension that is co-linear in its direction
and vice-versa. Figure 4 shows the stator flux increment and spatial positions of the voltage vectors keeping
the flux inside of the strip hysteresis.
 ISSN: 2088-8694
IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542
536
Figure 4. Stator flux increment and spatial positions of the voltage vectors
Figure 5. Components of the error of flux at the time of the application of the vector V2 voltage
If the error of flux is estimate on the direction of stator flux and on a perpendicular direction shown
in figure 5, one puts in evidence the components acting on the torque and on the flux. The component sf ∆Φ
gives the electromagnetic Torque of the Induction motor while the component sf ∆Φ modifies the magnitude
of stator flux. The torque is produced by the induction motor can be expressed as equation:


sin
2
3
rs
rLsL
M
pCe  (12)
The torque depends on the amplitude of two vectors such as stator flux Φ , rotor flux Φ and their
relative position γ. If one succeeds in perfectly controlling the flux Φ (starting with Vs) in module and in
position, one can subsequently control the amplitude and the relative position of Φ .
5. PI RESISTANCE ESTIMATORS FOR DTFC DRIVE
Based on the relationship between change of resistance and change of current, a PI resistance
estimator can be constructed in equation (10) as shown in Figure.6.







s
K I
K PiRS (13)
Where and are the proportional and integral gains of the PI estimator.
IJPEDS ISSN: 2088-8694 
An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran)
537
Figure 6. Block diagram of PI resistance estimator
When the stator resistance changes, the compensation process can be depicted as the change of
stator resistance will change the amplitude of the current vector [16]. The error of the amplitude of current
vector and that of the reference current vector will be used to compensate the change in stator resistance until
the error in current becomes zero. Therefore, the steady state error of this resistance estimator is zero and the
reference current vector can be derived from the reference torque and reference flux as,
   isisis
* 2
* 2*
  (14)


sref
Ceref
p
is
2
3
2*  (15)
∗
is derived from the following equation, which is equated into zero expressed as,
    0
2
* 2*.
1* 2



LS
sref
isaLsisasrefisaLS




 (16)
The filter time constant should be small compared to the stator resistance estimator time constant
because to overcome its effect on the stator resistance adaptation. The final estimated stator resistance is
again passed through a low pass filter to have a smooth variation of stator resistance value. This updated
stator resistance can be used directly in the controller. A PI controller is used to regulate the output voltage to
achieve the reputed stator current and also torque. The PI controller limits the transient response of the torque
controller. DTFC uses an induction motor model to achieve a desired output torque by using stator resistance
estimator.
An induction motor model is used to predict the voltage required to drive the flux and torque to
demanded values within a fixed time period. This calculated voltage and current are synthesized using space
vector modulation (SVM).
6. RESULT AND ANALYSIS
This section evaluates the performance of the direct torque flux control strategy (DTFC) based NPC
five level inverter for induction motor operation. The results are verified and compared with conventional
VSI under different control techniques in MATLAB /SIMULINK. Induction motor specifications of
proposed topology are listed in table 1. If the level of inverter increased means, current harmonics could be
reduced. The conventional VSI based induction motor has been implemented by using field oriented control
and Direct Torque control.
The dynamic performance of the IM drive system for various operating conditions has been studied
with the uses of DTFC controller. The proposed NPC interfaced IM drive arrangement is shown in fig: 7.
three phase NPC inverter stator voltages are illustrated in fig: 8. DTFC based induction motor has achieves
superior controlled constant speed, reduced ripple content in stator current and minimized torque ripples.
 ISSN: 2088-8694
IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542
538
This is illustrated in fig: 9 & 10 respectively. Fig: 11 and 12 shows the stator current and torque waveform
and difference between the signals of torque.
The Different kind of harmonic order of the torque signals are shown in figure 13. The performance
of conventional VSI based induction motor under DTC and FOC control techniques are shown in figures 14
& 15. Figure 16 shows the THD in phase current for elimination of harmonics. The Proposed topology
Simulation results have shows the smooth and improved performance of the motor compared to Conventional
VSI based structure. The total harmonic distortion can be obtained such as 22.91% for FOC control scheme
and 78.87% for DTC control scheme. The current harmonic would be reduced as 8.29% by using DTFC
based five levels NPC of induction motor.
Figure 7. Simulation circuit diagram for NPC-IM
Figure 8. Five Level-NPC inverter voltage
IJPEDS ISSN: 2088-8694 
An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran)
539
Figure 9. IM drive performance at starting time
Figure 10. IM drive performance at running time
Figure 11. Stator current and torque waveform
 ISSN: 2088-8694
IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542
540
Figure 12. Error Signal of Torque
Figure 13. Torque waveforms for different harmonic order
Figure 14. DTC based induction motor performance
IJPEDS ISSN: 2088-8694 
An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran)
541
Figure 15. FOC Based induction motor performance
Figure 16. FFT Analysis for proposed topology
Table 2. Simulation Parameter
Name Values
Rated Power 1kw
Rated Speed 1500 rpm
Rated Voltage 220 V
Stator and Rotor Resistance 6.8 Ω-5.43 Ω
Stator and Rotor Inductance 0.3973 H-0.3558 H
Mutual Inductance 0.3558 H
Number of pole pairs 2
Motor Load-Inertia 0.02 Kg.m2
 ISSN: 2088-8694
IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542
542
7. CONCLUSIONS
A five level Neutral Point Clamped (NPC) inverter based DTFC controlled IM (Induction Motor)
drive is presented. Generally the stator current is very highly affected by the harmonic components. It can
affect torque to produce high torque ripple in IM at maximum to low speed region. The NPC inverter has
reduced the torque ripples and voltage saturations. The levels are increased and current harmonics has
minimized. DTFC controller based space vector modulation technique has optimised and achieved better
dynamic performance under various operating conditions. The conventional VSI based topology has been
implemented and the results compared with 5L- NPC based induction motor for torque ripple minimizations.
Thus the proposed inverter has achieved better torque and constant speed under simulink environment.
REFERENCES
[1] A. Larabi and M.S. Boucherit, “Vector Control of asynchronous machine Taking into accont discretisation
problems of the command as well as the Park reverse Transformation”, Electromotion. Marrakesh, vol. 10, pp.
489–493, November 2003.
[2] Abbou, A.; Mahmoudi, H., "Real time implementation of a sensor less speed control of induction motor using
DTFC strategy", ICMCS. International Conference on Multimedia Computing and Systems. April 2009; 2(4); 327-
333.
[3] Bennassar, A., A. Abbou, M. Akherraz, and M. Barara. "Sensorless back stepping control using an adaptive
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[4] Bose BK, Power electronics and Ac drives, New-Jersey, USA, Prentice Hall, and Englewood Cliffs, 1986; 122-152.
[5] Byeong-Seok Lee; Krishnan, R., "Adaptive stator resistance compensator for high performance direct torque
controlled induction motor drives", Thirty-Third IAS Annual Meeting IEEE on Industry Applications Conference.
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[6] Celanovic, N.; Boroyevich, D., "A comprehensive study of neutral-point voltage balancing problem in three-level
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242-249.
[7] Colak, Ilhami, Ersan Kabalci, and Gokhan Keven. "Comparison of multi-carrier techniques in seven-level
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Electrical Drives (POWERENG). 2013; 1619-1624.
[8] Franquelo, L.G.; Napoles, J.; Guisado, R.C.P.; Leon, J.I.; Aguirre, M.A., "A Flexible Selective Harmonic
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[9] Gupta, A.K.; Khambadkone, A.M., "A Simple Space Vector PWM Scheme to Operate a Three-Level NPC Inverter
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[10] Holtz, J.; Oikonomou, N., "Neutral Point Potential Balancing Algorithm at Low Modulation Index for Three-Level
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[11] Khajehoddin, S.A.; Bakhshai, A.; Jain, P.K., "A Voltage Balancing Method and its Stability Boundary for Five-
Level Diode-Clamped Multilevel Converters", IEEE on Power Electronics Specialists Conference, PESC. June
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[12] Kyung-Seo Kim, Sung-Hoon Byun “Auto-Measurement of Induction Motor Parameters,” Journal of Electrical
Engineering & Technology, 2006; 1(2); 226-232.
[13] Leonhard W, Control of electrical drives, Berlin, Germany: Springer-Verlag, 1990.
[14] Mini R, Saranya C, Satheesh BH, Dinesh MN. Low Speed Estimation in Sensorless Direct Torque Controlled
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[15] Mohsen Hosseinzadeh Soreshjani, Ahmad Ghafari and Reza Heidari,“ The Application of Classical Direct Torque
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[16] Patel, Hasmukh S.; Hoft, R.G., "Generalized Techniques of Harmonic Elimination and Voltage Control in Thyristor
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[17] Satyanarayana K, Anjaneyulu B, Prasad KS. Performance Improvement of Multi Level Inverter fed Vector
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[18] Z. Boulghasoul, A. Elbacha, E. Elwarraki, “intelligent Control for Torque Ripple Minimization in Combined
Vector and Direct Controls for High Performance of IM Drive”, Journal of Electrical Engineering & Technology.
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An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque Ripple Minimization

  • 1. International Journal of Power Electronics and Drive System (IJPEDS) Vol. 7, No. 2, June 2016, pp. 531~542 ISSN: 2088-8694  531 Journal homepage: http://iaesjournal.com/online/index.php/IJPEDS An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque Ripple Minimization P. Rajasekaran * , V. Jawahar Senthilkumar ** *Department of Electrical and Electronics Engineering, Jawaharlal Nehru Technological University, Hyderabad, Telangana - 500085, India **Department of Electronics and Communication Engineering, Anna University, Chennai – 600025, India Article Info ABSTRACT Article history: Received Sep 30, 2015 Revised Apr 19, 2016 Accepted May 2, 2016 This paper presents a five level Neutral Point Clamped (NPC) inverter fed IM (Induction Motor) drive for variable speed application. In general the stator current is very highly affected by the harmonic components. It can be affecting the torque to produce high torque ripple in IM at maximum to low speed region. Since the drive performances are depends on mathematical model contains the parameters variations, noise, common mode voltage, flux variation and harmonic levels of the machine. Torque ripples and voltage saturations are the most significant problems in drive application. To overcome this problem the DTFC (direct torque and flux control) technique based five-level neutral-point-clamped (NPC-5L) approach is used. The proposed control scheme uses to stator current error as variable. Through the resistance estimated PI controller rules based the selection of voltage space vector modulation technique is optimized and motor performance level has been improved. The torque & speed are successfully controlled with less torque response. The results are compared and verified with conventional three phases VSI under different control technique by Matlab/Simulink. Keyword: Direct torque and flux control Field oriented control Induction motor Five levels NPC Space vector modulation Torque ripple minimization Voltage source inverter Copyright © 2016 Institute of Advanced Engineering and Science. All rights reserved. Corresponding Author: P Rajasekaran Department of Electrical and Electronics Engineering, Jawaharlal Nehru Technological University, Hyderabad, Telangana - 500085, India. E-mail: rajasekaranphd123@gmail.com 1. INTRODUCTION The recent years, induction motors has widely preferred for most industrial low to high speed application due to their reliability, affordable price, the rugged construction and efficiency in comparison with DC motors which suffer from the drawbacks of the brushes-collector, corrosion and necessity of maintenance. However, induction motors are considered as nonlinear, multivariable and highly coupled systems [1, 2]. For this reason, induction motors have been used especially in closed-loop for variable speed application. Even the induction motor is possible for high precision torque and speed control through highly preserved control technique [3]. Generally, the adjustable-speed drive operation should meet following requirement such as highly sinusoidal output waveforms, which has associated with reduced voltage/current harmonic distortions, lower electromagnetic interference (EMI), lower common-mode voltage, lower switching losses and higher efficiencies [5]. Those requirements are not fully satisfied in common VSI, CSI type of inverters. So the multilevel inverters are preferred for high power drive application. Commercially three basic multilevel converters are presented in the literature as diode-clamped converters cascaded H-bridge converters and flying-capacitor converters. Among the various MLI topologies, the neutral point clamped (NPC) topology is most used one. Even if the conducting power switches and the dc-link capacitors have to endure only one-half of the
  • 2.  ISSN: 2088-8694 IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542 532 dc-link voltage. As a result, the converter can be deal with the double voltage and power value compared to standard two-level VSI with the same switching frequency. In general the NPC topology has been constructed by higher number of power switches so thus additional control scheme required. Dc link neutral point clamping is need for maintaining balanced voltage [4-6]. High number of five level NPC inverter fed with high performance IM drives which is requires decoupled torque and flux control. DTFC technique is avoiding the stator current decoupling problem [13]. Additionally DTFC provides very fast torque and speed response without any complex in inner current regulation loop. DTFC–SPWM scheme has enhanced the fundamental output voltages by extend the linear modulation range. In this paper, stator resistance estimation based DTFC by incorporating SPWM scheme has proposed to uses stator current error as variable through PI controller. Five levels NPC inverter has been equated the DC link voltage into inverting AC voltage. Space vector estimated NPC inverters have been minimized the torque ripples and voltage saturations. The voltage balancing capability is also improved. 2. FIVE LEVEL NPC INVERTER The five-level neutral-pointed clamped (NPC-5L) topology is shown in figure (1). Each leg of the NPC has constructed by eight active switches (Q1, Q2, Q3, Q4, Q5, Q6, Q7 and Q8) and converter [7-8]. The switching states are given in table 1. An inverter stage connected to an MV induction machine (IM). Generally a standard direct-on-line (DOL) method can be followed for control purpose. Since the value of leakage inductance is xσ, range of 0.18 p.u. The NPC can be able to minimize the harmonic distortion of the stator current. Further the active switches of the converter are operated at low frequency. The SPWM scheme has overcomes the limitations of the modulation index range of PWM methods. The SPWM controller is suitable to achieve the current harmonics [9-10]. The 5L-NPC inverter derived from 3L-NPC inverter. The Three phase NPC-5L voltage is derived from phase capacitor Cph feed series connected capacitor output voltage. Figure 1. 5L-NPC inverter circuit diagram
  • 3. IJPEDS ISSN: 2088-8694  An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran) 533 Table 1. Switching Table SWITCHING STATES OUTPUT VOLTAGE Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 1 1 1 1 0 0 0 0 Vdc/2 0 1 1 1 1 0 0 0 Vdc/4 0 0 1 1 1 1 0 0 0 0 0 0 1 1 1 1 0 -Vdc/4 0 0 0 0 1 1 1 1 -Vdc/2 The desired dc link voltage is Vdc, each capacitor (C1, C2, C3, C4) has been splits voltage (1/4) Vdc. The dc link capacitor currents are flows through the active switches by named as ic1, ic2, ic3 and ic4. This converter ac voltages and currents of the each phase are derived by var, vbr and vcr (ia, ib & ic) connected to the induction drive. 3. MODEL OF INDUCTION MOTOR The three phase induction motor has constructed by n number of stator windings that are displaced by (360˚/n). It can process at every 120˚. A typical isolated neutral five-leg inverter configuration is used to drive a star-connected five-phase squirrel-cage induction motor. Since the considered squirrel-cage stator and rotor can be represented by a short-circuited three-phase rotor winding in induction motor [11-12]. The state equation of induction motor written by stator reference frame (α, β) coordinates, can be given follows such as stator and rotor laminated model shown in figure 2. Figure 2. Stator and rotor lamination IJPEDS ISSN: 2088-8694  An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran) 533 Table 1. Switching Table SWITCHING STATES OUTPUT VOLTAGE Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 1 1 1 1 0 0 0 0 Vdc/2 0 1 1 1 1 0 0 0 Vdc/4 0 0 1 1 1 1 0 0 0 0 0 0 1 1 1 1 0 -Vdc/4 0 0 0 0 1 1 1 1 -Vdc/2 The desired dc link voltage is Vdc, each capacitor (C1, C2, C3, C4) has been splits voltage (1/4) Vdc. The dc link capacitor currents are flows through the active switches by named as ic1, ic2, ic3 and ic4. This converter ac voltages and currents of the each phase are derived by var, vbr and vcr (ia, ib & ic) connected to the induction drive. 3. MODEL OF INDUCTION MOTOR The three phase induction motor has constructed by n number of stator windings that are displaced by (360˚/n). It can process at every 120˚. A typical isolated neutral five-leg inverter configuration is used to drive a star-connected five-phase squirrel-cage induction motor. Since the considered squirrel-cage stator and rotor can be represented by a short-circuited three-phase rotor winding in induction motor [11-12]. The state equation of induction motor written by stator reference frame (α, β) coordinates, can be given follows such as stator and rotor laminated model shown in figure 2. Figure 2. Stator and rotor lamination IJPEDS ISSN: 2088-8694  An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran) 533 Table 1. Switching Table SWITCHING STATES OUTPUT VOLTAGE Q1 Q2 Q3 Q4 Q5 Q6 Q7 Q8 1 1 1 1 0 0 0 0 Vdc/2 0 1 1 1 1 0 0 0 Vdc/4 0 0 1 1 1 1 0 0 0 0 0 0 1 1 1 1 0 -Vdc/4 0 0 0 0 1 1 1 1 -Vdc/2 The desired dc link voltage is Vdc, each capacitor (C1, C2, C3, C4) has been splits voltage (1/4) Vdc. The dc link capacitor currents are flows through the active switches by named as ic1, ic2, ic3 and ic4. This converter ac voltages and currents of the each phase are derived by var, vbr and vcr (ia, ib & ic) connected to the induction drive. 3. MODEL OF INDUCTION MOTOR The three phase induction motor has constructed by n number of stator windings that are displaced by (360˚/n). It can process at every 120˚. A typical isolated neutral five-leg inverter configuration is used to drive a star-connected five-phase squirrel-cage induction motor. Since the considered squirrel-cage stator and rotor can be represented by a short-circuited three-phase rotor winding in induction motor [11-12]. The state equation of induction motor written by stator reference frame (α, β) coordinates, can be given follows such as stator and rotor laminated model shown in figure 2. Figure 2. Stator and rotor lamination
  • 4.  ISSN: 2088-8694 IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542 534   UBXAX ..   (1) XCY . (2) Where A, B and C are the evolution of the control and observation matrices respectively.  t rrisisX    ;          V s V s U            Is Is Y   (3)                                                    TrTr M TrTr M MTRMTrTS MMTRTrTS A 1 0 1 0 1111 0 11 0 11                    (4) With, ω Rotor speed and the machine’s parameters are Rs, Rr, M, Ls, Lr and p are given by, Rs Ls T s Rr Lr T r  , (5) The mechanical equation is derived in equation (7)  .. fcrCedt d J (6) J is the inertia coefficient and using the Laplace transform, the equation (8) shows that the relation between the stator flux and the rotor flux represents a low pass with time constant . The electromagnetic torque can be expressed as, sT r s LS M r      1 (7)  issaissa p Ce   22 3 (8) 4. IMPROVED DTFC SCHEME FOR INDUCTION MOTOR The DTFC method is proposed for induction motor controlling purpose since it can be provide a very accurate and fast decoupled control of the stator flux linkage and the electromagnetic torque without help of any current regulators [14]. The DTFC with stator resistance estimator is shown in figure 3. This strategy of control competitive compare to the rotor flux oriented method [15]. The lookup table can be derived by based on the selected torque error signal in input comparator side.
  • 5. IJPEDS ISSN: 2088-8694  An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran) 535 Figure 3. Improved DTFC block diagram with stator resistance estimator This control technique is fully depends upon the converter active switching operating level. The selection of controlling parts are generally based on the use of hysteresis regulators and SPWM technique, amplitude of the stator flux and electromagnetic torque can be controlled by this modified state of system. The stator flux is derived in equation (1), can be approximately simplified in equation (2) the stator resistance is ignored since it can be derived in short period.  dt t ISRSV SSs   0  (9)  dt t V Ssos  0  (10) During sampling time Te period the vector tension applied to the machine remains constant, and thus one can be written as,   t TeV sksks 0 .)()1(  (11) Therefore to increase the stator flux, we can apply a vector of tension that is co-linear in its direction and vice-versa. Figure 4 shows the stator flux increment and spatial positions of the voltage vectors keeping the flux inside of the strip hysteresis.
  • 6.  ISSN: 2088-8694 IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542 536 Figure 4. Stator flux increment and spatial positions of the voltage vectors Figure 5. Components of the error of flux at the time of the application of the vector V2 voltage If the error of flux is estimate on the direction of stator flux and on a perpendicular direction shown in figure 5, one puts in evidence the components acting on the torque and on the flux. The component sf ∆Φ gives the electromagnetic Torque of the Induction motor while the component sf ∆Φ modifies the magnitude of stator flux. The torque is produced by the induction motor can be expressed as equation:   sin 2 3 rs rLsL M pCe  (12) The torque depends on the amplitude of two vectors such as stator flux Φ , rotor flux Φ and their relative position γ. If one succeeds in perfectly controlling the flux Φ (starting with Vs) in module and in position, one can subsequently control the amplitude and the relative position of Φ . 5. PI RESISTANCE ESTIMATORS FOR DTFC DRIVE Based on the relationship between change of resistance and change of current, a PI resistance estimator can be constructed in equation (10) as shown in Figure.6.        s K I K PiRS (13) Where and are the proportional and integral gains of the PI estimator.
  • 7. IJPEDS ISSN: 2088-8694  An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran) 537 Figure 6. Block diagram of PI resistance estimator When the stator resistance changes, the compensation process can be depicted as the change of stator resistance will change the amplitude of the current vector [16]. The error of the amplitude of current vector and that of the reference current vector will be used to compensate the change in stator resistance until the error in current becomes zero. Therefore, the steady state error of this resistance estimator is zero and the reference current vector can be derived from the reference torque and reference flux as,    isisis * 2 * 2*   (14)   sref Ceref p is 2 3 2*  (15) ∗ is derived from the following equation, which is equated into zero expressed as,     0 2 * 2*. 1* 2    LS sref isaLsisasrefisaLS      (16) The filter time constant should be small compared to the stator resistance estimator time constant because to overcome its effect on the stator resistance adaptation. The final estimated stator resistance is again passed through a low pass filter to have a smooth variation of stator resistance value. This updated stator resistance can be used directly in the controller. A PI controller is used to regulate the output voltage to achieve the reputed stator current and also torque. The PI controller limits the transient response of the torque controller. DTFC uses an induction motor model to achieve a desired output torque by using stator resistance estimator. An induction motor model is used to predict the voltage required to drive the flux and torque to demanded values within a fixed time period. This calculated voltage and current are synthesized using space vector modulation (SVM). 6. RESULT AND ANALYSIS This section evaluates the performance of the direct torque flux control strategy (DTFC) based NPC five level inverter for induction motor operation. The results are verified and compared with conventional VSI under different control techniques in MATLAB /SIMULINK. Induction motor specifications of proposed topology are listed in table 1. If the level of inverter increased means, current harmonics could be reduced. The conventional VSI based induction motor has been implemented by using field oriented control and Direct Torque control. The dynamic performance of the IM drive system for various operating conditions has been studied with the uses of DTFC controller. The proposed NPC interfaced IM drive arrangement is shown in fig: 7. three phase NPC inverter stator voltages are illustrated in fig: 8. DTFC based induction motor has achieves superior controlled constant speed, reduced ripple content in stator current and minimized torque ripples.
  • 8.  ISSN: 2088-8694 IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542 538 This is illustrated in fig: 9 & 10 respectively. Fig: 11 and 12 shows the stator current and torque waveform and difference between the signals of torque. The Different kind of harmonic order of the torque signals are shown in figure 13. The performance of conventional VSI based induction motor under DTC and FOC control techniques are shown in figures 14 & 15. Figure 16 shows the THD in phase current for elimination of harmonics. The Proposed topology Simulation results have shows the smooth and improved performance of the motor compared to Conventional VSI based structure. The total harmonic distortion can be obtained such as 22.91% for FOC control scheme and 78.87% for DTC control scheme. The current harmonic would be reduced as 8.29% by using DTFC based five levels NPC of induction motor. Figure 7. Simulation circuit diagram for NPC-IM Figure 8. Five Level-NPC inverter voltage
  • 9. IJPEDS ISSN: 2088-8694  An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran) 539 Figure 9. IM drive performance at starting time Figure 10. IM drive performance at running time Figure 11. Stator current and torque waveform
  • 10.  ISSN: 2088-8694 IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542 540 Figure 12. Error Signal of Torque Figure 13. Torque waveforms for different harmonic order Figure 14. DTC based induction motor performance
  • 11. IJPEDS ISSN: 2088-8694  An Improved DTFC based Five Levels - NPC Inverter Fed Induction Motor for Torque …(P Rajasekaran) 541 Figure 15. FOC Based induction motor performance Figure 16. FFT Analysis for proposed topology Table 2. Simulation Parameter Name Values Rated Power 1kw Rated Speed 1500 rpm Rated Voltage 220 V Stator and Rotor Resistance 6.8 Ω-5.43 Ω Stator and Rotor Inductance 0.3973 H-0.3558 H Mutual Inductance 0.3558 H Number of pole pairs 2 Motor Load-Inertia 0.02 Kg.m2
  • 12.  ISSN: 2088-8694 IJPEDS Vol. 7, No. 2, June 2016 : 531 – 542 542 7. CONCLUSIONS A five level Neutral Point Clamped (NPC) inverter based DTFC controlled IM (Induction Motor) drive is presented. Generally the stator current is very highly affected by the harmonic components. It can affect torque to produce high torque ripple in IM at maximum to low speed region. The NPC inverter has reduced the torque ripples and voltage saturations. The levels are increased and current harmonics has minimized. DTFC controller based space vector modulation technique has optimised and achieved better dynamic performance under various operating conditions. The conventional VSI based topology has been implemented and the results compared with 5L- NPC based induction motor for torque ripple minimizations. Thus the proposed inverter has achieved better torque and constant speed under simulink environment. REFERENCES [1] A. Larabi and M.S. Boucherit, “Vector Control of asynchronous machine Taking into accont discretisation problems of the command as well as the Park reverse Transformation”, Electromotion. Marrakesh, vol. 10, pp. 489–493, November 2003. [2] Abbou, A.; Mahmoudi, H., "Real time implementation of a sensor less speed control of induction motor using DTFC strategy", ICMCS. International Conference on Multimedia Computing and Systems. April 2009; 2(4); 327- 333. [3] Bennassar, A., A. Abbou, M. Akherraz, and M. Barara. "Sensorless back stepping control using an adaptive Luenberger observer with three levels NPC inverter", WASET, International Journal of Electrical Science and Engineering. 2013; 7(8), 1102-1108. [4] Bose BK, Power electronics and Ac drives, New-Jersey, USA, Prentice Hall, and Englewood Cliffs, 1986; 122-152. [5] Byeong-Seok Lee; Krishnan, R., "Adaptive stator resistance compensator for high performance direct torque controlled induction motor drives", Thirty-Third IAS Annual Meeting IEEE on Industry Applications Conference. Oct. 1998; 12(15); 423-430. [6] Celanovic, N.; Boroyevich, D., "A comprehensive study of neutral-point voltage balancing problem in three-level neutral-point-clamped voltage source PWM inverters", IEEE Transactions on Power Electronics. Mar 2000; 15(2); 242-249. [7] Colak, Ilhami, Ersan Kabalci, and Gokhan Keven. "Comparison of multi-carrier techniques in seven-level asymmetric cascade multilevel inverter", Fourth International Conference on Power Engineering, Energy and Electrical Drives (POWERENG). 2013; 1619-1624. [8] Franquelo, L.G.; Napoles, J.; Guisado, R.C.P.; Leon, J.I.; Aguirre, M.A., "A Flexible Selective Harmonic Mitigation Technique to Meet Grid Codes in Three-Level PWM Converters", IEEE Transactions on Industrial Electronics. Dec. 2007; 54(6); 3022-3029. [9] Gupta, A.K.; Khambadkone, A.M., "A Simple Space Vector PWM Scheme to Operate a Three-Level NPC Inverter at High Modulation Index Including Over modulation Region, With Neutral Point Balancing," IEEE Transactions on Industry Applications. May-June 2007; 43(3); 751-760. [10] Holtz, J.; Oikonomou, N., "Neutral Point Potential Balancing Algorithm at Low Modulation Index for Three-Level Inverter Medium-Voltage Drive,," IEEE Transactions on Industry Applications. May-June 2007; 43(3); 761-768. [11] Khajehoddin, S.A.; Bakhshai, A.; Jain, P.K., "A Voltage Balancing Method and its Stability Boundary for Five- Level Diode-Clamped Multilevel Converters", IEEE on Power Electronics Specialists Conference, PESC. June 2007; 17(21); 2204-2208. [12] Kyung-Seo Kim, Sung-Hoon Byun “Auto-Measurement of Induction Motor Parameters,” Journal of Electrical Engineering & Technology, 2006; 1(2); 226-232. [13] Leonhard W, Control of electrical drives, Berlin, Germany: Springer-Verlag, 1990. [14] Mini R, Saranya C, Satheesh BH, Dinesh MN. Low Speed Estimation in Sensorless Direct Torque Controlled Induction Motor Drive using Extended Kalman Filter. International Journal of Power Electronics and Drive Systems (IJPEDS). 2015; 6(4), pp. 819-830. [15] Mohsen Hosseinzadeh Soreshjani, Ahmad Ghafari and Reza Heidari,“ The Application of Classical Direct Torque and Flux Control (DTFC) for Line-Start Permanent Magnet Synchronous and its Comparison with Permanent Magnet Synchronous Motor,” J Electr Eng Technol. 2014; 9(6); 1954-1959. [16] Patel, Hasmukh S.; Hoft, R.G., "Generalized Techniques of Harmonic Elimination and Voltage Control in Thyristor Inverters: Part I--Harmonic Elimination", IEEE Transactions on Industry Applications. May 1973; 9(3); 310-317. [17] Satyanarayana K, Anjaneyulu B, Prasad KS. Performance Improvement of Multi Level Inverter fed Vector Controlled Induction Motor Drive for Low Speed Operations. International Journal of Power Electronics and Drive Systems (IJPEDS). 2014; 4(1): 51-60. [18] Z. Boulghasoul, A. Elbacha, E. Elwarraki, “intelligent Control for Torque Ripple Minimization in Combined Vector and Direct Controls for High Performance of IM Drive”, Journal of Electrical Engineering & Technology. 2012; 7(4); 546-557.