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International Journal of Power Electronics and Drive System (IJPEDS)
Vol. 6, No. 1, March 2015, pp. 178~184
ISSN: 2088-8694  178
Journal homepage: http://iaesjournal.com/online/index.php/IJPEDS
Corroboration of Normalized Least Mean Square Based
Adaptive Selective Current Harmonic Elimination in Voltage
Source Inverter using DSP Processor
P Avirajamanjula*, P Palanivel**
*Department of EEE, Periyar Maniammai University, Tamilnadu, India
** Department of EEE, M.A.M College of Engineering, Anna University, Tamilnadu, India
Article Info ABSTRACT
Article history:
Received Oct 30, 2014
Revised Dec 23, 2014
Accepted Jan 18, 2015
A direct Selective current harmonic elimination pulse width modulation
technique is proposed for induction motor drive fed from voltage source
inverter. The developed adaptive filtering algorithm for the selective current
harmonic elimination in a three phase Voltage Source Inverter is a direct
method to improve the line current quality of the Voltage Source Inverter
base drive at any load condition. The self-adaptive algorithm employed has
the capability of managing the time varying nature of load (current). The
proposed Normalized Least Mean Squares algorithm based scheme
eliminates the selected dominant harmonics in load current using only the
knowledge of the frequencies to be eliminated. The algorithm is simulated
using Matlab/Simulink tool for a three-phase Voltage Source Inverter to
eliminate the fifth and seventh harmonics. The system performance is
analyzed based on the simulation results considering total harmonic
distortion, magnitude of eliminated harmonics and harmonic spectrum. The
corroboration is done in the designed Voltage Source Inverter feeding
induction motor using digital signal processor-TMS320L2812.The developed
algorithm is transferred to digital signal processor using VisSimTM
software.
Keyword:
Current harmonic elimination
DSP Proecssor
Least Mean Square algoritham
VisSim model
Voltage source inverter
Copyright © 2015 Institute of Advanced Engineering and Science.
All rights reserved.
Corresponding Author:
P Avirajamanjula,
Departement of Electrical and Electronics Engineering,
Periyar Maniammai University,
Vallam, Thanjavur-613 403, Tamilnadu, India.
Email: resmanju@gmail.com
1. INTRODUCTION
Induction motor for many years has been regarded as the workhorse in industrial applications. In the
last few decades, the induction motor has evolved from being a constant speed motor to a variable speed,
variable torque machine. Its evolution was challenged by the easiness of controlling a DC motor at low
power applications. When applications required large amounts of power and torque, the induction motor
became more efficient to use. Recent advancements in power electronics has paved the way to provide the
variable voltage, variable frequency drives (VVVF), the use of an induction motor has increased [1]-[4].
Three phase dc/ac voltage source inverter (VSI) is used extensively in induction motor drives and the
controllable frequency and ac voltage magnitudes are obtained employing various pulse width modulation
(PWM) strategies [5]-[9]. The PWM theory was advanced in the 1960s. The popular modulation technique
used in communication field was brought into the application of power converters. The Sinusoidal PWM
(SPWM) technique has been applied in inversion since 1970s, making the performance of inverter greatly
improved and being widely spread. The principle of PWM control is to control the on-off states of power
electronic switches in order to obtain a series of pulse waves with same amplitude but different width. When
an induction motor is fed by such a PWM controlled VSI, the line current becomes a distorted waveform
IJPEDS ISSN: 2088-8694 
Corroboration of Normalized Least Mean Square Based Adaptive Selective Current… (P Avirajamanjula)
179
[10]. Therefore time-harmonics influence the magneto-motive force and increase the harmonics with
mismatching of air-gap permeance [11]. Owing to radial magnetic forces caused by the harmonics, the core
and rotor system experience large vibrations. The basic PWM strategy helps in filtering the harmonics easily.
While an ingenious PWM strategy can prevent objectionable harmonics from appearing in line current. The
unprecedented growth of power electronics is mainly due to development in control and digital platform [12].
That is performance improvement in power converters are mainly in coining an improved PWM theory and
successfully implementing in a digital platform. The implementation is supported by a host of simulation and
interface software tools and processors. Matlab backed SIMULINK tops the power electronics simulation in
educational institutions [13], [14]. VisSim is also in this influential group. There have been quite a number
of successful work on simulating electrical machines, power systems and power electronic networks by
using the software mentioned above, surprisingly the VisSim had little attention [15].
The potentiality of faster converging of the normalized least mean square (NLMS) algorithm over
the LMS algorithm has been indicated [16]-[17]. Also a very simple model for the input signal vectors that
greatly simplifies analysis of the convergence behaviour of the LMS and NLMS algorithms has been
proposed. A generalized normalized gradient descent (GNGD) algorithm for linear finite-impulse response
(FIR) adaptive filters has been introduced. The GNGD represents an extension of the NLMS algorithm by
means of an additional gradient adaptive term in the denominator of the learning rate of NLMS [18]. An
algorithm has been shown for highly non-stationary interference signals, where previous gradient-adaptive
learning rate algorithms fail. The proposed interference-normalized least mean square (INLMS) algorithm
extends the gradient-adaptive learning rate approach to the case where the signals are non-stationary [19].
Performance of noise canceller with DSP processor, TI TMS320C6713 using the LMS, NLMS and VSS-
NLMS algorithms has been investigated [20]. A modified NLMS algorithm has been proposed which has the
ability of handling insensitive to the time variations of the input dynamics [21]. The MATLAB has been a
successful numerical tool to solve non-linear differential equations and power electronic simulations can be
carried out by developing system differential equations. Simulation of pulse width modulation (PWM)
inverters using MATLAB has been done based on differential equations using function “ode23” [22]. The
maximum power point tracking (MPPT) for the mathematically modeled squirrel-cage induction generator
(SCIG) wind power generation system has been implemented in VisSim with the double loop of control
system [23].
The contribution of earlier research in selective harmonic elimination is mainly on voltage harmonic
elimination while the performance enhancement of drive depends largely/directly on current harmonics. A
adaptive selective current harmonic elimination pulse width modulation is developed and tested for induction
motor drive fed from voltage source inverter (VSI). The developed adaptive filtering algorithm requires only
the values of frequencies to be eliminated. The corroboration of the proposed scheme is done in the prototype
VSI feeding induction motor using digital signal processor (DSP) TMS320L2812 [24]. The effort in writing
DSP code is largely reduced through VisSimTM software.
2. VISSIM
VISSIM means visual simulation. It is interfacing software between DSP controller and personal
computer. It was found in 1989 and developed in collaboration with United Technologies. VisSim is a
mathematical modeling environment for developing non-linear dynamic system simulations. VisSim
provides a means by which systems can be created with block diagrams, connected by wires, in a way that
would be done on a piece of paper, but then processes the mathematical operations represented within the
block diagram iteratively over a time range. VisSim allows the developer to structure models hierarchically
which readily lends itself to creating "top down" models, using function blocks to represent components and
subsystems. These can then be brought together to produce larger, more complex models. VisSim provides
block "primitives" for building systems.
VisSim is a simulation environment which handles mixed continuous- and discrete-time elements
with a graphical user interface. With the aid of MS Visual Basic program, a menu is prepared to
classify the power electronic networks. This menu is displayed on the screen; thus users can easily
select the type of the power electronic system. VisSim is an easy-to-use, yet powerful solution for accurately
modeling and simulating motion and motor control systems. VisSim/Motion consists of a comprehensive
motion control block library, which includes motors, amplifiers, filters, controllers, loads, sensors, sources,
and transforms. The design of a system involves in simply selecting and then connecting system components.
Later, with the push of a button, the simulation can be run and the system behavior may be noticed. There is
another advantage of having dynamic simulation software that the real time control can be achieved through
the interface hardware without any low-level language. In Figure 1 the VisSim model of the three phase
induction motor drive is presented.
 ISSN: 2088-8694
IJPEDS Vol. 6, No. 1, March 2015 : 178 – 184
180
Figure 1. Speed Control of Induction Motor
3. PROPOSED NLMS BASED ADAPTIVE SHE
As shown in the above Figure 2 the inverter had PI controller U_reg for dc bus voltage control and
two PI regulators Iq1 and Id1 implemented in synchronous reference frame for current control. Reference
angle for generation of sine and cosine functions with frequency of fundamental component and frequencies
of fifth and seventh harmonics is created by a phase look loop (PLL) block. Sine and cosine components with
fundamental frequency are phase locked with utility voltage and are used for stationary to synchronous (and
vice versa) reference frames transformations. Sine and cosine components with five and seven times higher
frequencies are used for selective harmonic elimination. Sample currents Ia,Ib,Ic from the stationary (a,b,c)
reference were transformed into two phase q,d stationary reference frame (block 3/2) and then into
synchronous frame Iq,Id (block s/e) [25]-[26].
The conventional part of control works as follows: voltage regulator U_reg depending on dc bus
voltage error creates an active current reference Iq*. For unity power factor reactive current reference Id* is
kept zero. PI current regulators maintain an average value of feedback currents Iqe and Ide equal to the
average values of corresponding references. Outputs of current regulators are transformed first from
synchronous to stationary reference frame (block e/s) and then from two-phase (q,d) to three phase (a,b,c)
system and written into PWM control the inverter. The components contributed to PWM from ASHE blocks
will create voltage at the output of the inverter with amplitudes and phase angles as needed to cancel
harmonic components from the load currents.
Figure 2. Propoased NLMS basedASHE scheme for
VSI
Figure 3. The steps involved in the propoased SHE-
PWM
U_reg
Iq1
Id1
e
s
2
3
q,d
a,b,c
2x
MF_ASHE
P
L
L
P
W
M
e
s
ua ub uc
ia ib ic
R,L
Udc
Udc
ie
d
ie
q is
q
is
d
U
q
U
d
+
+
_
_
i*
d
i*
q
IJPEDS ISSN: 2088-8694 
Corroboration of Normalized Least Mean Square Based Adaptive Selective Current… (P Avirajamanjula)
181
3.1. Hardware Implementation
Figure 4. Layout for hardware implementation Figure 5. Photograph of experimental setup
Figure 6. NLMS algorithm in VISSIM window
Figure 7. Weight update in NLMS algorithm Figure 8. Error from NLMS algorithm
 ISSN: 2088-8694
IJPEDS Vol. 6, No. 1, March 2015 : 178 – 184
182
The layout of the proposed system is shown in Figure 4. The experimental setup for the Hardware
implementation of SHEPWM strategy is shown in Figure 5. It mainly consists of an uncontrolled rectifier,
DC link filter, Application Specific Intelligent Power Module (ASIPM) and Texas TMS320LF2812 DSP
Processor. Gating pulses for the inverter switches are generated by DSC controller and 0.25kW, 415V, 50Hz
three phase Induction motor is used as load. The NLMS based adaptive algorithm is schematized in VISSIM
and then downloaded to personal computer. The developed schematic is diagrammed in Figure 6. The
representative weight update is presented in Figure 7 while the error is indicated in Figure 8.
3.2. Waveforms and Comparison
Figure 9. DC link voltage and line voltage ( abV )
Figure 9 shows the dc link voltage and output line-line voltage along with the dc link voltage.
Figure 10 details about the R-Phase line current while NLMS algorithm is in process. Figure 11 shows R-
Phase line current when NLMS algorithm reached optimum point and corresponding harmonic spectrum is
illustrated in Figure 12. Table 1 shortens the results of both simulation and hardware for comparison.
Figure 10. Output current while LMS algorithm is in process
Figure 11. R-phase line current when LMS algorithm reaches optimum point
IJPEDS ISSN: 2088-8694 
Corroboration of Normalized Least Mean Square Based Adaptive Selective Current… (P Avirajamanjula)
183
Figure 12. R-phase line current when NLMS algorithm reaches optimum point
Table 1. Comparison of simulation and hardware results
Simulation Hardware
I5 I7 THD I5 I7 THD
% of I1 % % of I1 %
Without ASHE 19.82 14.41 109.06 22.12 14.81 113.26
With ASHE 1.29 1.50 75.86 2.09 1.77 77.44
4. CONCLUSION
The concept of pulse width modulation has been borrowed from communication engineering and
involved in power converters, particularly in voltage source inverters. A host of PWM techniques have been
developed and investigated. These techniques have their specific objective and principle towards satisfying
their application. Current harmonic elimination techniques are class of PWM techniques which are direct
way to enhance the performance of drives. NLMS algorithm based adaptive online current harmonic
elimination techniques is proposed and simulated in MATLAB software. It is evidenced that selected
harmonics current harmonics (fifth and seventh) are suppressed below 2% of fundamental. The system is
implemented in hardware using VISSIM software and DSP TI TMS320L2812.
REFERENCES
[1] Bose BK. Power Electronics Variable Frequency Drives. IEEE Press. New York. 1997; 400-453.
[2] AMHava, R Kerkman, TA Lipo. A High-Performance Generalized Discontinuous PWM Algorithm. IEEE
Transactions on Industry Applications. 1998; 34(5).
[3] G Narayanan, VT Ranganathan. Triangle-comparison approach and space-vector modulation. Journal of Indian
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[4] FG Turnbull, Selected harmonic reduction in static dc-ac inverters. IEEE Transactions on Communication and
Electronics. 1964; 83: 374-378.
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Transactions on Industry applications. 1998; 34(5): 1059-1071.
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184
[11] C Risnidar, I Daut, H Syafruddin, N Hasim. Influence of Harmonics in Laboratory due to nonlinear Loads.
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[12] S Jeevananthan, R Nandhakumar and P Dananjayan. Inverted sine carrier for fundamental fortification in PWM
inverters and FPGA based implementations. Serbian Journal of Electrical Engineering (SJEE). 2007; 4(2).
[13] Logue D, Krein T Philip. Simulation of Electric Machinery and Power electronics Interfacing Using
MATLAB/SIMULINK. Proceedings of COMPEL’2000. Blacksburg Virginia, USA. 2000; 34-39.
[14] VisSim User Guide, Visual Solution Inc. 2005.
[15] V Viswanathan, S Jeevananthan. Simulation of Electric Drives using VisSim Software: A Study on Toolbox
Development. Proceedings of International Conference on Intelligent Design and Analysis of Engineering Products,
Systems and Computation (IDAPSC-10). Sri Krishna College of Engineering and Technology, Coimbatore, INDIA.
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[16] Dirk TM Slock. On the Convergence Behavior of the LMS and the Normalized LMS Algorithms. IEEE
Transactions on Signal Processing. 1993; 41(9): 2811-2825.
[17] PE An, M Brown, CJ Harris. On the Convergence Rate Performance of the Normalized Least-Mean-Square
Adaptation. IEEE Transactions on Neural Networks. 1997; 8(5): 1211-1214.
[18] Danilo P Mandic. A Generalized Normalized Gradient Descent Algorithm. IEEE Signal Processing Letters. 2004;
11(2): 115 -118.
[19] Jean-Marc Valin, Iain B Collings. Interference-Normalized Least Mean Square Algorithm. IEEE Signal Processing
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[20] Boo-Shik Ryu, Jae-Kyun Lee, Joonwan Kim, Chae-Wook Lee. The Performance of an adaptive noise canceller with
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Stationary Inputs. Journal of Communications and Networks. 2007; 9(1): 18-27.
[22] LK Wong Frank, HF Leung, Peter KS Tam. Fast Simulation of PWM Inverters using MATLAB. Proceedings of
IEEE International Conference on Power Electronics and Drive Systems (PEDS'99), Hong Kong. 1999.
[23] Wu Dinghui, Li Yuanlong, Ji Zhicheng. Modeling and MPPT Control of Squirrel-cage Induction Generator Wind
Power Generation System via VisSim. Proceedings of IEEE International Chinese Control and Decision
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[24] K Vinoth kumar, S Suresh kumar, Kishore Reddy. Implementation of Scalar Control Technique in SVPWM
Switched Three-Level Inverter Fed Induction motor Using DSP Controller. International Journal of Power
Electronics and Drive Systems. 2011; 1(2): 83-93.
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AC Inverter Drive System using LMS Algorithm. Proceedings of International conference on Computer Application
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2010. 333
[26] T Suresh Padmanabhan, M Sudhakaran, S Jeevananthan. Selective Current Harmonic Elimination in an AC Voltage
Controller Drive System using LMS Algorithm. Proceedings of 46th International Universities’ Power Engineering
Conference (UPEC 2011). South Westphalia University of Applied Sciences, Soest, Germany. 2011; 169.
BIOGRAPHIES OF AUTHORS
P.Avirajamanjula obtained her B.E degree in Electronics and Communication Engineering in 1998
from Bharathidasan University, Trichy, India, M.Tech. degree in Power Electronics and Drives in
2002 from SASTRA University, Thanjavur, India. She is currently working as an Assistant
Professor at Periyar Maniammai University, Thanjavur, India. She has published two research
papers in International Journals. He has presented two papers in National Conferences. Her
research interests are in FACTS, multilevel inverters and Hybrid Energy Systems
P.Palanivel obtained his B.E degree in Electrical and Electronics Engineering in 1998 from
University of Madras, M.E degree in Power Electronics and Drives in 2004 from Anna University,
Chennai, India and Ph.D. in 2012 from SRM University, Chennai. He is currently working as a
Professor at the M.A.M. College of Engineering, Tiruchirappalli, India. He has published ten
research papers in International Journals. He has presented five papers in International
conferences. His research interests are in power quality, FACTS, multilevel inverters and resonant
inverters.

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NLMS Adaptive Current Harmonic Elimination Using DSP

  • 1. International Journal of Power Electronics and Drive System (IJPEDS) Vol. 6, No. 1, March 2015, pp. 178~184 ISSN: 2088-8694  178 Journal homepage: http://iaesjournal.com/online/index.php/IJPEDS Corroboration of Normalized Least Mean Square Based Adaptive Selective Current Harmonic Elimination in Voltage Source Inverter using DSP Processor P Avirajamanjula*, P Palanivel** *Department of EEE, Periyar Maniammai University, Tamilnadu, India ** Department of EEE, M.A.M College of Engineering, Anna University, Tamilnadu, India Article Info ABSTRACT Article history: Received Oct 30, 2014 Revised Dec 23, 2014 Accepted Jan 18, 2015 A direct Selective current harmonic elimination pulse width modulation technique is proposed for induction motor drive fed from voltage source inverter. The developed adaptive filtering algorithm for the selective current harmonic elimination in a three phase Voltage Source Inverter is a direct method to improve the line current quality of the Voltage Source Inverter base drive at any load condition. The self-adaptive algorithm employed has the capability of managing the time varying nature of load (current). The proposed Normalized Least Mean Squares algorithm based scheme eliminates the selected dominant harmonics in load current using only the knowledge of the frequencies to be eliminated. The algorithm is simulated using Matlab/Simulink tool for a three-phase Voltage Source Inverter to eliminate the fifth and seventh harmonics. The system performance is analyzed based on the simulation results considering total harmonic distortion, magnitude of eliminated harmonics and harmonic spectrum. The corroboration is done in the designed Voltage Source Inverter feeding induction motor using digital signal processor-TMS320L2812.The developed algorithm is transferred to digital signal processor using VisSimTM software. Keyword: Current harmonic elimination DSP Proecssor Least Mean Square algoritham VisSim model Voltage source inverter Copyright © 2015 Institute of Advanced Engineering and Science. All rights reserved. Corresponding Author: P Avirajamanjula, Departement of Electrical and Electronics Engineering, Periyar Maniammai University, Vallam, Thanjavur-613 403, Tamilnadu, India. Email: resmanju@gmail.com 1. INTRODUCTION Induction motor for many years has been regarded as the workhorse in industrial applications. In the last few decades, the induction motor has evolved from being a constant speed motor to a variable speed, variable torque machine. Its evolution was challenged by the easiness of controlling a DC motor at low power applications. When applications required large amounts of power and torque, the induction motor became more efficient to use. Recent advancements in power electronics has paved the way to provide the variable voltage, variable frequency drives (VVVF), the use of an induction motor has increased [1]-[4]. Three phase dc/ac voltage source inverter (VSI) is used extensively in induction motor drives and the controllable frequency and ac voltage magnitudes are obtained employing various pulse width modulation (PWM) strategies [5]-[9]. The PWM theory was advanced in the 1960s. The popular modulation technique used in communication field was brought into the application of power converters. The Sinusoidal PWM (SPWM) technique has been applied in inversion since 1970s, making the performance of inverter greatly improved and being widely spread. The principle of PWM control is to control the on-off states of power electronic switches in order to obtain a series of pulse waves with same amplitude but different width. When an induction motor is fed by such a PWM controlled VSI, the line current becomes a distorted waveform
  • 2. IJPEDS ISSN: 2088-8694  Corroboration of Normalized Least Mean Square Based Adaptive Selective Current… (P Avirajamanjula) 179 [10]. Therefore time-harmonics influence the magneto-motive force and increase the harmonics with mismatching of air-gap permeance [11]. Owing to radial magnetic forces caused by the harmonics, the core and rotor system experience large vibrations. The basic PWM strategy helps in filtering the harmonics easily. While an ingenious PWM strategy can prevent objectionable harmonics from appearing in line current. The unprecedented growth of power electronics is mainly due to development in control and digital platform [12]. That is performance improvement in power converters are mainly in coining an improved PWM theory and successfully implementing in a digital platform. The implementation is supported by a host of simulation and interface software tools and processors. Matlab backed SIMULINK tops the power electronics simulation in educational institutions [13], [14]. VisSim is also in this influential group. There have been quite a number of successful work on simulating electrical machines, power systems and power electronic networks by using the software mentioned above, surprisingly the VisSim had little attention [15]. The potentiality of faster converging of the normalized least mean square (NLMS) algorithm over the LMS algorithm has been indicated [16]-[17]. Also a very simple model for the input signal vectors that greatly simplifies analysis of the convergence behaviour of the LMS and NLMS algorithms has been proposed. A generalized normalized gradient descent (GNGD) algorithm for linear finite-impulse response (FIR) adaptive filters has been introduced. The GNGD represents an extension of the NLMS algorithm by means of an additional gradient adaptive term in the denominator of the learning rate of NLMS [18]. An algorithm has been shown for highly non-stationary interference signals, where previous gradient-adaptive learning rate algorithms fail. The proposed interference-normalized least mean square (INLMS) algorithm extends the gradient-adaptive learning rate approach to the case where the signals are non-stationary [19]. Performance of noise canceller with DSP processor, TI TMS320C6713 using the LMS, NLMS and VSS- NLMS algorithms has been investigated [20]. A modified NLMS algorithm has been proposed which has the ability of handling insensitive to the time variations of the input dynamics [21]. The MATLAB has been a successful numerical tool to solve non-linear differential equations and power electronic simulations can be carried out by developing system differential equations. Simulation of pulse width modulation (PWM) inverters using MATLAB has been done based on differential equations using function “ode23” [22]. The maximum power point tracking (MPPT) for the mathematically modeled squirrel-cage induction generator (SCIG) wind power generation system has been implemented in VisSim with the double loop of control system [23]. The contribution of earlier research in selective harmonic elimination is mainly on voltage harmonic elimination while the performance enhancement of drive depends largely/directly on current harmonics. A adaptive selective current harmonic elimination pulse width modulation is developed and tested for induction motor drive fed from voltage source inverter (VSI). The developed adaptive filtering algorithm requires only the values of frequencies to be eliminated. The corroboration of the proposed scheme is done in the prototype VSI feeding induction motor using digital signal processor (DSP) TMS320L2812 [24]. The effort in writing DSP code is largely reduced through VisSimTM software. 2. VISSIM VISSIM means visual simulation. It is interfacing software between DSP controller and personal computer. It was found in 1989 and developed in collaboration with United Technologies. VisSim is a mathematical modeling environment for developing non-linear dynamic system simulations. VisSim provides a means by which systems can be created with block diagrams, connected by wires, in a way that would be done on a piece of paper, but then processes the mathematical operations represented within the block diagram iteratively over a time range. VisSim allows the developer to structure models hierarchically which readily lends itself to creating "top down" models, using function blocks to represent components and subsystems. These can then be brought together to produce larger, more complex models. VisSim provides block "primitives" for building systems. VisSim is a simulation environment which handles mixed continuous- and discrete-time elements with a graphical user interface. With the aid of MS Visual Basic program, a menu is prepared to classify the power electronic networks. This menu is displayed on the screen; thus users can easily select the type of the power electronic system. VisSim is an easy-to-use, yet powerful solution for accurately modeling and simulating motion and motor control systems. VisSim/Motion consists of a comprehensive motion control block library, which includes motors, amplifiers, filters, controllers, loads, sensors, sources, and transforms. The design of a system involves in simply selecting and then connecting system components. Later, with the push of a button, the simulation can be run and the system behavior may be noticed. There is another advantage of having dynamic simulation software that the real time control can be achieved through the interface hardware without any low-level language. In Figure 1 the VisSim model of the three phase induction motor drive is presented.
  • 3.  ISSN: 2088-8694 IJPEDS Vol. 6, No. 1, March 2015 : 178 – 184 180 Figure 1. Speed Control of Induction Motor 3. PROPOSED NLMS BASED ADAPTIVE SHE As shown in the above Figure 2 the inverter had PI controller U_reg for dc bus voltage control and two PI regulators Iq1 and Id1 implemented in synchronous reference frame for current control. Reference angle for generation of sine and cosine functions with frequency of fundamental component and frequencies of fifth and seventh harmonics is created by a phase look loop (PLL) block. Sine and cosine components with fundamental frequency are phase locked with utility voltage and are used for stationary to synchronous (and vice versa) reference frames transformations. Sine and cosine components with five and seven times higher frequencies are used for selective harmonic elimination. Sample currents Ia,Ib,Ic from the stationary (a,b,c) reference were transformed into two phase q,d stationary reference frame (block 3/2) and then into synchronous frame Iq,Id (block s/e) [25]-[26]. The conventional part of control works as follows: voltage regulator U_reg depending on dc bus voltage error creates an active current reference Iq*. For unity power factor reactive current reference Id* is kept zero. PI current regulators maintain an average value of feedback currents Iqe and Ide equal to the average values of corresponding references. Outputs of current regulators are transformed first from synchronous to stationary reference frame (block e/s) and then from two-phase (q,d) to three phase (a,b,c) system and written into PWM control the inverter. The components contributed to PWM from ASHE blocks will create voltage at the output of the inverter with amplitudes and phase angles as needed to cancel harmonic components from the load currents. Figure 2. Propoased NLMS basedASHE scheme for VSI Figure 3. The steps involved in the propoased SHE- PWM U_reg Iq1 Id1 e s 2 3 q,d a,b,c 2x MF_ASHE P L L P W M e s ua ub uc ia ib ic R,L Udc Udc ie d ie q is q is d U q U d + + _ _ i* d i* q
  • 4. IJPEDS ISSN: 2088-8694  Corroboration of Normalized Least Mean Square Based Adaptive Selective Current… (P Avirajamanjula) 181 3.1. Hardware Implementation Figure 4. Layout for hardware implementation Figure 5. Photograph of experimental setup Figure 6. NLMS algorithm in VISSIM window Figure 7. Weight update in NLMS algorithm Figure 8. Error from NLMS algorithm
  • 5.  ISSN: 2088-8694 IJPEDS Vol. 6, No. 1, March 2015 : 178 – 184 182 The layout of the proposed system is shown in Figure 4. The experimental setup for the Hardware implementation of SHEPWM strategy is shown in Figure 5. It mainly consists of an uncontrolled rectifier, DC link filter, Application Specific Intelligent Power Module (ASIPM) and Texas TMS320LF2812 DSP Processor. Gating pulses for the inverter switches are generated by DSC controller and 0.25kW, 415V, 50Hz three phase Induction motor is used as load. The NLMS based adaptive algorithm is schematized in VISSIM and then downloaded to personal computer. The developed schematic is diagrammed in Figure 6. The representative weight update is presented in Figure 7 while the error is indicated in Figure 8. 3.2. Waveforms and Comparison Figure 9. DC link voltage and line voltage ( abV ) Figure 9 shows the dc link voltage and output line-line voltage along with the dc link voltage. Figure 10 details about the R-Phase line current while NLMS algorithm is in process. Figure 11 shows R- Phase line current when NLMS algorithm reached optimum point and corresponding harmonic spectrum is illustrated in Figure 12. Table 1 shortens the results of both simulation and hardware for comparison. Figure 10. Output current while LMS algorithm is in process Figure 11. R-phase line current when LMS algorithm reaches optimum point
  • 6. IJPEDS ISSN: 2088-8694  Corroboration of Normalized Least Mean Square Based Adaptive Selective Current… (P Avirajamanjula) 183 Figure 12. R-phase line current when NLMS algorithm reaches optimum point Table 1. Comparison of simulation and hardware results Simulation Hardware I5 I7 THD I5 I7 THD % of I1 % % of I1 % Without ASHE 19.82 14.41 109.06 22.12 14.81 113.26 With ASHE 1.29 1.50 75.86 2.09 1.77 77.44 4. CONCLUSION The concept of pulse width modulation has been borrowed from communication engineering and involved in power converters, particularly in voltage source inverters. A host of PWM techniques have been developed and investigated. These techniques have their specific objective and principle towards satisfying their application. Current harmonic elimination techniques are class of PWM techniques which are direct way to enhance the performance of drives. NLMS algorithm based adaptive online current harmonic elimination techniques is proposed and simulated in MATLAB software. It is evidenced that selected harmonics current harmonics (fifth and seventh) are suppressed below 2% of fundamental. The system is implemented in hardware using VISSIM software and DSP TI TMS320L2812. REFERENCES [1] Bose BK. Power Electronics Variable Frequency Drives. IEEE Press. New York. 1997; 400-453. [2] AMHava, R Kerkman, TA Lipo. A High-Performance Generalized Discontinuous PWM Algorithm. IEEE Transactions on Industry Applications. 1998; 34(5). [3] G Narayanan, VT Ranganathan. Triangle-comparison approach and space-vector modulation. Journal of Indian Institute of Science. 2000; 80: 409-427. [4] FG Turnbull, Selected harmonic reduction in static dc-ac inverters. IEEE Transactions on Communication and Electronics. 1964; 83: 374-378. [5] HS Patel, RG Hoft. Generalized techniques of harmonic elimination and voltage control in thyristor inverters: Part II-Voltage control Techniques. IEEE Transactions on Industry Applications. 1974; IA(10): 666-673. [6] HS Patel, RG Hoft. Generalized techniques of harmonic elimination and voltage control in thyristor inverters: Part I- Harmonic elimination. IEEE Transactions on Industry Applications. 1973; IA(9): 310-317. [7] J Pitel, SN Talukdar, P Wood. Characterization of programmed-waveform pulsewidth modulation. IEEE Transactions on Industry Applications. 1980; IA(16): 707-715. [8] Vassilios G Agelidis, Anastasios I. Balouktsis, and Calum Cossar. On Attaining the Multiple Solutions of Selective Harmonic Elimination PWM Three-Level Waveforms Through Function Minimization. IEEE Tractions on Industrial Electronics. 2008; 55(3): 996-1004. [9] Joachim Holtz. Pulse width modulation–A survey. IEEE Transactions on Industrial Electronics, 1992; 39(5): 410- 420. [10] Hava AM, R Kerkman, TA Lipo. A High-Performance Generalized Discontinuous PWM Algorithm. IEEE Transactions on Industry applications. 1998; 34(5): 1059-1071.
  • 7.  ISSN: 2088-8694 IJPEDS Vol. 6, No. 1, March 2015 : 178 – 184 184 [11] C Risnidar, I Daut, H Syafruddin, N Hasim. Influence of Harmonics in Laboratory due to nonlinear Loads. International Journal of Power Electronics and Drive Systems. 2012; 2(2) 219-224. [12] S Jeevananthan, R Nandhakumar and P Dananjayan. Inverted sine carrier for fundamental fortification in PWM inverters and FPGA based implementations. Serbian Journal of Electrical Engineering (SJEE). 2007; 4(2). [13] Logue D, Krein T Philip. Simulation of Electric Machinery and Power electronics Interfacing Using MATLAB/SIMULINK. Proceedings of COMPEL’2000. Blacksburg Virginia, USA. 2000; 34-39. [14] VisSim User Guide, Visual Solution Inc. 2005. [15] V Viswanathan, S Jeevananthan. Simulation of Electric Drives using VisSim Software: A Study on Toolbox Development. Proceedings of International Conference on Intelligent Design and Analysis of Engineering Products, Systems and Computation (IDAPSC-10). Sri Krishna College of Engineering and Technology, Coimbatore, INDIA. 2010; 50 [16] Dirk TM Slock. On the Convergence Behavior of the LMS and the Normalized LMS Algorithms. IEEE Transactions on Signal Processing. 1993; 41(9): 2811-2825. [17] PE An, M Brown, CJ Harris. On the Convergence Rate Performance of the Normalized Least-Mean-Square Adaptation. IEEE Transactions on Neural Networks. 1997; 8(5): 1211-1214. [18] Danilo P Mandic. A Generalized Normalized Gradient Descent Algorithm. IEEE Signal Processing Letters. 2004; 11(2): 115 -118. [19] Jean-Marc Valin, Iain B Collings. Interference-Normalized Least Mean Square Algorithm. IEEE Signal Processing Letters. 2007; 14(12): 988-991. [20] Boo-Shik Ryu, Jae-Kyun Lee, Joonwan Kim, Chae-Wook Lee. The Performance of an adaptive noise canceller with DSP processor. Proceedings of 40th IEEE South-eastern Symposium on System Theory. University of New Orleans New Orleans, LA, USA. 2008; 42-45 [21] Monia Turki-Hadj Alouane. A Square Root Normalized LMS Algorithm for Adaptive Identification with Non- Stationary Inputs. Journal of Communications and Networks. 2007; 9(1): 18-27. [22] LK Wong Frank, HF Leung, Peter KS Tam. Fast Simulation of PWM Inverters using MATLAB. Proceedings of IEEE International Conference on Power Electronics and Drive Systems (PEDS'99), Hong Kong. 1999. [23] Wu Dinghui, Li Yuanlong, Ji Zhicheng. Modeling and MPPT Control of Squirrel-cage Induction Generator Wind Power Generation System via VisSim. Proceedings of IEEE International Chinese Control and Decision Conference (CCDC 2009). 2009; 48-53 [24] K Vinoth kumar, S Suresh kumar, Kishore Reddy. Implementation of Scalar Control Technique in SVPWM Switched Three-Level Inverter Fed Induction motor Using DSP Controller. International Journal of Power Electronics and Drive Systems. 2011; 1(2): 83-93. [25] S Sangeetha, CH Venkatesh, S Jeevananthan. Selective Current Harmonic Elimination in a Current Controlled DC- AC Inverter Drive System using LMS Algorithm. Proceedings of International conference on Computer Application in Electrical Engineering Recent Advances (CERA-2009). Indian Institute of Technology, ROORKEE, 19th to 21st. 2010. 333 [26] T Suresh Padmanabhan, M Sudhakaran, S Jeevananthan. Selective Current Harmonic Elimination in an AC Voltage Controller Drive System using LMS Algorithm. Proceedings of 46th International Universities’ Power Engineering Conference (UPEC 2011). South Westphalia University of Applied Sciences, Soest, Germany. 2011; 169. BIOGRAPHIES OF AUTHORS P.Avirajamanjula obtained her B.E degree in Electronics and Communication Engineering in 1998 from Bharathidasan University, Trichy, India, M.Tech. degree in Power Electronics and Drives in 2002 from SASTRA University, Thanjavur, India. She is currently working as an Assistant Professor at Periyar Maniammai University, Thanjavur, India. She has published two research papers in International Journals. He has presented two papers in National Conferences. Her research interests are in FACTS, multilevel inverters and Hybrid Energy Systems P.Palanivel obtained his B.E degree in Electrical and Electronics Engineering in 1998 from University of Madras, M.E degree in Power Electronics and Drives in 2004 from Anna University, Chennai, India and Ph.D. in 2012 from SRM University, Chennai. He is currently working as a Professor at the M.A.M. College of Engineering, Tiruchirappalli, India. He has published ten research papers in International Journals. He has presented five papers in International conferences. His research interests are in power quality, FACTS, multilevel inverters and resonant inverters.