Performance Analysis of modulation techniques for Induction motor fed by Diode-Clamped NPC Inverter

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IOSR Journal of Electrical and Electronics Engineering (IOSR-JEEE) e-issn: 2278-1676,p-ISSN: 2320-3331, Volume 9, Issue 5 Ver. I (Sep Oct. 2014), PP 19-25 Performance Analysis of modulation techniques for Induction motor fed by Diode-Clamped NPC Inverter Sejal Singh #1, SudhanshuTripathi *2 # M.Tech.Scholar&Department of Electrical and Electronics Engineering Sam Higginbottom Institute of Agriculture Technology & SciencesAllahabad, India Abstract:This paper presents speed control of induction motor fed by Neutral Point Clamped voltage source inverter. The NPC inverter produces fewer harmonic than the other type of inverter. This shows the advantageover conventional VSI. For this result, comparison is made between the sinusoidal pulse width modulation and space pulse width modulation. From the analysis of the total harmonic distortion (THD) in the current of inverter the space pulse width modulation (SVPWM) was found more superior than sinusoidal pulse width modulation (SPWM). Simulation results are also presented to show the effectiveness of the proposed system. Keywords:Neutral Point Clamped Inverter, Sinusoidal Pulse Width Modulation, Space Vector Modulation, THD I. Introduction The voltage source inverter produce an output voltage or a current with levels either 0 or +. They are known as two level inverters. To obtain a quality output voltage or a current waveform with a minimum amount of ripple content, they require high switching frequency along with various pulse width modulation (PWM) strategies. The multilevel inverters have drawn tremendous interest in the power industry. They present a new set of features that are well suited for use in reactive power compensation. It may be easier to produce a high power, high voltage inverter with the multilevel structure because of the way in which device voltage stresses are controlled in the structure.for the NPC inverters, a variety of modulation strategies have been reported, with the most popular being carrier-based pulse-width modulation (SPWM), space modulation (SVPWM)NPC inverters halves the maximum drop voltage on their devices because they are builtup of four switches per phase, furnish a three-level voltage output and improve the current tracking performances in current control loops; moreover, they present a better harmonic content of the current than traditional VSI, allowing a torque ripple reduction. The speed of three phase induction motor fed by the three level neutral point clamped inverter is shown by the following block diagram (fig.1). Fig.1 II. Pulse Width Modulation in Inverter In the PWM method a fixed dc voltage is applied to the inverter and a controlled ac voltage is achieved by switching on and off of the switching devices. As in 3-level NPC inverter, modulation strategies can be framed into two main techniques: a) Sinusoidal Pulse width Modulation technique b)space Vector Modulation technique 19 Page

a) Sinusoidal Pulse width Modulation technique: In the case of sinusoidal pulse width modulation the width of each pulse is varied in proportion to the amplitude of a sine wave. In this technique the gatingsignals are generated by comparing a sinusoidal reference signal with a triangular carrier wave. Fig.2 Principle of sinusoidal pulse width modulation b) Space Vector Modulation technique The space modulation is an advanced technique of pulse width modulation and we can say that this technique is possibly the best technique among the other modulation techniques which are used in the adjustable speed drive system. There are some important points about the space modulation technique: 1) The SVM technique treats the sinusoidal voltage as a constant amplitude rotating at constant frequency. 2) This technique approximates the reference voltage V ref by a combination of the eight switching patterns (V 0 to V 7 ). The possible eight switching patterns are listed in the table A: Vector A + B + C + A B C V AB V BC V CA V 0 = {000} V 1 = {100} V 2 = {110} V 3 = {010} V 4 = {011} V 5 = {001} V 6 = {101} V 7 = {111} OFF OFF OFF ON ON ON 0 0 0 zero ON OFF OFF OFF ON ON + 0 active ON ON OFF OFF OFF ON 0 + active OFF ON OFF ON OFF ON + 0 active OFF ON ON ON OFF OFF 0 + active OFF OFF ON ON ON OFF 0 + active ON OFF ON OFF ON OFF + 0 active ON ON ON OFF OFF OFF 0 0 0 zero Table.(A) In the space modulation technique the desired three phase output voltage of this equivalent voltage is related to the magnitude of the voltage and this takes the same time as the fundamental time period to complete one rotation. This can be represented by an equivalent voltage which is rotating in the counter clockwise direction. This can be represented by the following fig.3 20 Page

Fig.3 space representation For the implementation of the space modulation the reference signal (V ref ) is sampled with a frequency (f s ). This reference signal may be generated from the three separate phase references with the use of αβγtransformation. This reference is then synthesized using the combination of two neighbouring active switching s and oneor both of the zero s. For the selection of the order of the s and with zero s various strategies are used. The selection of strategy willaffect the harmonic content and the switching losses of the inverter. With the use of the space modulation there are eight possible switching s in a three leg inverter. I) Reference Vector Thereference voltage V ref is representedinaαβ-plane.the αβ-plane isatwo-dimensionalplane which istransformedfrom a three-dimensional plane containingthesofthethreephases and theswitchesbeingonor OFF is determined bythe locationof the reference V ref on thisαβ-plane. Fig.4 representation of the reference in the two and three dimensionalplane Table A shows that the switches can be ON or OFF, meaning 1 or 0. The switches 1, 3, 5 are the upper switches and if these are 1 (separately or together) it turns the upper inverter leg ON and the terminal voltage (Va,Vb,Vc) is positive (+Vdc). If the upper switches are zero, then the terminal voltage is zero. ii) DETERMINE V d, V q, V ref V = V α + jv β = 2/3 (V α +αv b +α 2 V c ) (1) Where a = e j2π 3 2 V = (V α +V 2 β ), α = tan -1 V β (2) V α V α +jv β = 2 V 3 a + e j2π/3 V b + e j2π/3 V c (3) V α +jv β = 2 3 (V a + cos 2Π 3 V b + cos 2Π 3 V c) +j 2 3 sin 2Π 3 V b sin 2Π 3 V c (4) Equating real and imaginary part V α = 2 3 (V a + cos 2Π 3 V b + cos 2Π 3 V c) (5) V β = j 2 3 V a + sin 2Π 3 V b sin 2Π 3 V c (6) V α V β = 2 3 V α V β = 2 3 1 cos 2Π 3 0 sin 2Π 3 V d =V α, V q = V β cos 2Π 3 sin 2Π 3 1 0.5 0.5 0 3/2 3/2 V a V b (7) V c V a V b (8) V c 21 Page

iii)determination TIME DURATION T 1, T 2, T 0 Fig. 5 Reference as a combination of adjacent s at sector-1 T 1 = T z. a. sin (Π 3 α) T 2 = T z. a. sin (Π/3) sin (α ) sin (Π/3) (9) (10) T 0 = T z (T 1 + T 2 ), where,t z = 1 f s and a = V ref 2 3 (11) Where T 1, T 2, T 0 represent the time widths for s V 1, V 2, V 0. T 0 is the period in a sampling period for null s should be filled. As each switching period (half of sampling period) T z starts and ends with zero s i.e there will be two zero s per T z or four null s per T s, duration of each null is To/4. 2.3 Switching Time Duration Of Any Sector T 1 = 3.T z. V ref = 3.T z. V ref sin Π 3 α + n 1 3 Π sin Π 3 α = 3.T z. V ref sin nπ 3. cosα cos nπ 3. sinα & T 2 = 3.T z. V ref = 3.T z. V ref sin α n 1 3 Π sinα. cos n 1 n 1 Π cosα. sin Π & 3 3 T 0 = T z (T 1 + T 2 ); Where, n= 1 to 6 (That is sector 1 to 6) and 0 α 60 III. NPC Inverter Equivalent Circuit and Operating Principle The neutral point clamped inverter is one of the most widely used multilevel structures. This structure was first proposed by Nabaeet. al in 1980. The equivalent circuit of NPC-source inverter is shown in Fig.6 Fig.6.Three level Neutral-Point-Clamped inverter 22 Page

Principle of Operation To produce a staircase output voltage, let us consider only one leg of 3 level inverter. The dc rail 0 is the reference point of the output phase voltage. The steps to synthesize the five level voltages are as follows: 1. For an output voltage level v ao =, turn on all upper-half switches S a1 through S a4. 2. For an output voltage level v ao = 3 /4, turn on three upper-half switches S a2 through S a4 and one lower switch S a1.77 3. For an output voltage level v ao = /2, turn on two upper-half switches S a3 through S a4 and two lower switches S a1 and S a2. 4. For an output voltage level v ao = /4, turn on one upper-half switches S a4 and three lower switches S a1 through S a3. 5. For an output voltage level Va0 =0, turn on all the upper half switches S a1 through S a4. IV. Simulation Result and Discussion The simulation tests were performed taking into account a Field Oriented Controlled drive employing a neutral point clamped inverter and induction motor of rating 5HP, 460V, 50Hz at different torque input. Fig.7 Speed control of the induction motor is applied here for the various operating condition such as following: a) Constant torque and constant speed condition b) Constant torque and variable speed condition c) Variable torque and constant speed condition d) Variable torque and variable Speed condition Conditions for the Constant torque and variable speed condition and Variable torque and variable Speed condition are discussed here: Constant Torque &and Variable Torque For this condition we select a constant value of torque and a constant value of speed as shown in figure (a) and (b). (a) Constant Torque selection(b)constant speed selection Fig.8 23 Page

Fig 9 Result for Constant torque and constant Speed condition The response of the result is as shown in fig9. It is clear that initially during transient period the torque contains an average value of 200N-m at and the value of rotor speed goes on increasing from 0rad-s -1 to 80rad-s -1. At the instant at which speed reaches the selected value (= 80rad-s -1 ) system inters in steady state conditions and waveforms of currents goes on smooth. At this instant after some fluctuations the value of torque reaches its selected value. Variable Torque and Variable Speed Condition In such condition the operation is taken place for a variable value of torque and variable speed. The fig (a) and (b) shows the condition for such case, here we select the variable torque values whereas speed selected as constant value. (a)variable Torque selection(b) Variable speed selection Fig.10 The response of the result is as shown in fig 10.It is clear that initially during transient period the torque contains an average value of 200N-m at and the value of rotor speed goes on increasing from 0rad-s -1 to 80rad-s -1 (as its selected initial value). At the instant at which speed reaches the selected value (= 80rad-s -1 ) system inters in steady state conditions and waveforms of currents goes on smooth. Fig11. Result for variable torque and variable Speed condition At this instant after some fluctuations the value of torque reaches its selected value (= 0N-m). As we select the step time 1.8s is for torque and final value of the torque as 200N-m. The step time is selected for speed variation is as 1.5 s so at this instant the value of speed again goes on increasing (from 80rad-s -1 to 140rad-s -1 ) 24 Page

V. Output of 3-Level NPC Inverter Output of the three levels NPC inverter is shown in fig.12 Fig.12 VI. Conclusion This paper presented the Performance Comparisons of Modulation Technique for Induction Motor fed by Diode-Clamped Neutral-Point-Clamped Inverter. The proposed space method, using single carrier instead of multi carriers, together with pulse decode, provided an effective pulse-control method for the diodeclamped NPC inverter. The study describes three different modulation techniques, suitable for NPC inverters supplying an induction motor, and exhibits a comparison between them, taking into account the harmonics introduce on the motor stator current. The first modulation technique is the classical Sinusoidal PWM, adapted to a NPC inverter employing a suitable selection of the phase between the two carrier signals; the second modulation technique is a Space Vector Modulation specific for NPC inverters. The main peculiarity of the proposed SVM consists on performing, in every operating condition, only commutation per phase during each sampling period. The comparison has shown that the proposed SVM always produces a smaller harmonics distortion. References [1]. P.Elangovan, Dr.C.Kumar, V.Suresh Space Vector Modulation based Speed Control of Induction Motor Fed by Z-Source Inverter using PI controller [2]. Jih-Sheng Lai and Fang ZhengPeng, Multilevel Converters- A New Breed of Power Converters IEEE Trans. Ind. Electron., vol. 32, no. 3, pp. May/June 1996. [3]. G. Mondal, K. Srivakumar, R. Ramachandra, K. Gopalkumar, and E. Levi, A dual seven-level inverter supply for a an open-end winding induction motor drives, IEEE Trans. Ind. Electron., vol. 56, no. 5, pp. 1665-1673, May 2009. [4]. O. Lopez, J. Alvarez, J. Dovel-Gondoy, and F. D. Freijedo, Multilevel multiphase space PWM algorithm, IEEE Trans. Ind. Electron., vol. 55, no. 5, pp. 1933-1942, May 2008. [5]. Subrata K. Mondal, Joao O. P. Pinto and Bimal K. Bose, A Neural-Network-Based Space-Vector PWM Controller for a Three- Level Voltage-fed Inverter Induction mptor Drive, IEEE Trans. Ind. Electron., vol. 38, no. 3, pp. May/June 2002. [6]. Dongsheng Zhou (Medium Voltage Division/Rockwell Automation 6400W Enterprise/ Mequon, WI53092 USA) and Didier Rouaud (Siemens E & A/Driver Division 100 Technology Dr. STE 102/Alpharetta, GA 30005), Experimental Comparisons of Space Vector Neutral Point Balancing Strategies for Three-Level Topology. [7]. Dongsheng Zhou (Medium Voltage Division/Rockwell Automation 6400W Enterprise/ Mequon, WI53092 USA) and Didier Rouaud (Siemens E & A/Driver Division 100 Technology Dr. STE 102/Alpharetta, GA 30005), Experimental Comparisons of Space Vector Neutral Point Balancing Strategies for Three-Level Topology [8]. High Performance Control Of Ac Drives with MATLAB SIMULINK MODEL; Haitham Abu-Rub, Atif Iqbal, Jaroslaw Guzinski, Ed. 2012. Wiley Publications. [9]. Generalised Theory of Electrical Machine; P.S Bhimbhra. [10]. Advance Power Electronics and Ac Drives, Ned Mohan. [11]. Power Electronics and Ac Drives; B.K Bose. 25 Page