International Journal of Electrical and Computing Engineering Vol.1, Issue 5, May 2016 ISSN (Online): 2349 - 8218 Simulation and Analysis of Z Source Multilevel Inverter with Reduced Number of Switches 1 Nimitha Muraleedharan, 2Remani T 1 Student, 2Professor Department of Electrical and Electronics Engineering Gec thrissur Abstract— Nowadays for high power and high voltage applications multilevel inverters are widely used due to low harmonic distortion, lower electromagnetic interference and reduced switching losses. A new inverter topology based on mixture of cascaded basic units and one H-bridge unit is introduced. It has reduced number of switches as compared to conventional cascaded H-bridge multilevel inverter, and can be extended to any number of levels. Since the output voltage is limited to dc source voltage summation, a Z source network is introduced between the source and the inverter circuit. By properly controlling the shoot-through period of Z source network, we can boost the output voltage as desired. The performance of proposed topology and its controller are validated with simulation results using the MATLAB/SIMULINK software. photovoltaic, wind and fuel cells can be used as DC source to a multilevel inverter system for high power applications. This paper presents a new topology of a cascaded multilevel inverter that has fewer semiconductor switches and gate driver circuits with higher number of steps in the output. The remaining paper is organized as: Section II gives a brief explanation about the working of proposed multilevel inverter. Section III describes the working and design of the proposed Z source multilevel inverter. Section IV presents the simulation results of the new cascaded Z source multilevel inverter topology. Section V concludes the paper. Index Terms— Multilevel inverter, Z source inverter, Power electronics, SPWM. II. PROPOSED MULTILEVEL INVERTER I. INTRODUCTION A. Working Voltage source inverter (VSI) is a device which converts DC power into AC power of desired output voltage and frequency. It is most commonly used in induction heating, adjustable speed AC drives, UPS systems, electronic frequency changer circuits and flexible AC transmission systems. It is used to link commercial, industrial and residential loads to the AC line. But a conventional VSI output is limited to two levels due to the fact that power switches connect to either the positive or to the negative DC bus. In order to increase the output voltage levels, a new class of inverters known as Multilevel inverters are used [1,8]. It synthesizes a desired output voltage from several levels of input DC voltage sources. As the number of DC voltage source increases, the inverter output voltage waveform approaches nearly sinusoidal waveform. But its increases the cost and complexity of the system due to increased number of switches and their drive circuits. As compared to traditional two-level inverters, the multilevel inverters have more advantages, which include lower semiconductor voltage stress, better harmonic performance, low electromagnetic interference and lower switching losses. Renewable energy sources such as In order to reduce the overall number of switching devices in conventional cascaded multilevel inverter topologies, a new topology has been proposed. The circuit configuration of the new 5-level inverter is shown in Fig.2. It has four main switches in H-bridge configuration S3, S4, S5, and S6 and two auxiliary switches S1 and S2. The number of dc sources (two) is kept unchanged as in similar 5-level conventional cascaded H-bridge multilevel inverter. Like other conventional multilevel inverter topologies, the proposed topology can be extended to any required number of levels. 1 International Journal of Electrical and Computing Engineering Vol.1, Issue 5, May 2016 ISSN (Online): 2349 - 8218 When switch S1, S4, S5 is conducting, the output voltage is –Vdc Fig.2.a. Proposed 5 level multilevel inverter The inverter can operate in four different modes according to the polarity of the load voltage and current. When switch S1, S3, S6 is conducting, the output voltage is +Vdc. Fig.2.d. Switching combination required to generate output voltage level -Vdc When switch S1, S2, S4, S5 is conducting the output voltage is -2Vdc. Fig.2.b.Switching combination required to generate output voltage level +V dc Fig.2.e. Switching combination required to generate output voltage level -2Vdc When switch S1, S2, S3, S6 is conducting, the output voltage is +2Vdc. TABLE 1: OPERATING MODE OF THE PROPOSED MLI Fig.2.c. Switching combination required to generate output voltage level +2Vdc 2 OUTPUT VOLTAGE LEVEL CONDUCTING SWITCHES +Vdc S1,S3,S6 +2Vdc S2,S3,S6 -Vdc S1,S5,S4 -2Vdc S2,S5,S4 International Journal of Electrical and Computing Engineering Vol.1, Issue 5, May 2016 ISSN (Online): 2349 - 8218 TABLE 2: COMPARISON OF NUMBER OF COMPONENTS NUMBER OF SWITCHES INVERTER 5 LEVEL 7 LEVEL 9 LEVEL 11 LEVEL 8 10 12 14 6 7 8 9 TYPE CASCADED H-BRIDGE PROPOSED Fig.3.b.Proposed Z source 5 level multilevel inverter TOPOLOGY III. Z SOURCE MULTILEVEL INVERTER In the proposed multilevel inverter the output voltage is limited to dc source summations. In order to boost the output, a Z source network is introduced between the dc source and the inverter circuit. This two-port impedance network consist of inductors L1 and L2 and capacitors C1 and C2 connected in X shape. The Z-source inverter uses the shoot-through state to boost the DC bus voltage by gating on both the upper and lower switches of a phase leg. During non-shoot through mode the input voltage appears across the capacitor and no voltage appears across the inductor (just a pure DC current flow through the inductors). During shootthrough time, the capacitor is connected in parallel to the inductor and the inductor voltage is same as capacitor voltage and inductor current increases linearly. The inductor is charged by the capacitor during shoot-through state and this boosted voltage appears across the inverter. Fig.3.c. Z-source in shoot- through state Fig.3.d. Z-source in non-shoot-through state During shoot through state, from the equivalent circuit: During non-shoot through state, from the equivalent circuit: Fig.3.a Z- source network 3 International Journal of Electrical and Computing Engineering Vol.1, Issue 5, May 2016 ISSN (Online): 2349 - 8218 Since the average voltage of inductor is zero: Considering the Shoot-Through-1 period: Therefore, The job of the inductor is to limit the current ripple during shoot-through state. The capacitor of the Z source network from equation (a) is obtained as: Where Tns is the non-shoot through time period and T sh is the shoot through time period. Substituting the above equation in equation 1, we get: Since during shoot through period, substituted as . 1 Vdc Vin 1 2 Tsh T = can be The capacitor absorbs the current ripple and achieves quite a stable voltage. The inductor of the Z source network from equation (b) is obtained as: 1 B 1 2 Tsh T Since during shoot through period, substituted as . Where current. and Capacitor voltage from equation 2: Tsh ,where D is the duty ratio. T We know, Voltage across the inductor is given by: Similarly inductor current: Current through the capacitor: Where, input current can be obtained as: With linear waveforms: 4 = and can be are the capacitor voltage and inductor Where, B is the boost factor. D and International Journal of Electrical and Computing Engineering Vol.1, Issue 5, May 2016 ISSN (Online): 2349 - 8218 IV. SIMULATION RESULT Simulation was done for a 5 level proposed Z source multilevel inverter in MATLAB/SIMILINK using the following parameters: i. Input voltage, Vd = 100 V ii. Shoot through time period, T sh =0.345 ms iii. Modulation index, M=0.8 iv. Switching frequency, Fs =1 Khz v. R load =100Ω Fig.4.c.Capacitor Voltage From the design, the value of Z source network capacitor is obtained as C=600µf and inductor value is obtained as L=6Mh. Fig.4.d.For Modulation Index, M=0.85 Output Voltage Fig.4.a.Output Voltage Fig.4.e.For Modulation Index, M=0.9 Output Voltage Thus we can see that as the modulation index increases, the shoot through time period decreases and hence the output voltage also decreases. Fig.4.b.Inductor Current 5 International Journal of Electrical and Computing Engineering Vol.1, Issue 5, May 2016 ISSN (Online): 2349 - 8218 REFERENCES [1] L. M. Tolbert and F. Z. Peng, “Multilevel converters as a utility interface for renewable energy systems”, in Proc. IEEE Power Eng. 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