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Power Quality Improvement by 11 Level Multilevel
Inverter with Reduced Number of Switches
P.T.Krishna
Sai1 Mahammad.Iliyas2
Department of Electrical and Electronics Engineering,
Dhanekula Institute of Engineering and Technology, A.P, India1
King Khalid University, Saudi Arabia2
Abstract: This
paper deals with 11-level multilevel inverter. Almost all the drawbacks of the
conventional multilevel inverters is rectified by the proposed topology. This
topology uses less number of switches as compared with conventional topology,
where it reduces the complexity and overall size of the system which in turn
reduces the harmonics and cost of the entire system. Fewer switches will be
conducting for specific time intervals so switching loss is also reduced in the
proposed topology. A 11-level inverter simulation is carried with the
implementation of nearest level control. The proposal is validated by extensive
simulation studies.
Index
Terms: multilevel inverter, cascaded multilevel
inverter,Total Harmonic Distortion(THD).
I. Introduction
Multilevel inverters are considered today as the
state-of-the-art power-conversion systems for highpower and power-quality
demanding applications. Multilevel inverters are currently considered as a
better industrial solution for high dynamic performance and power-quality
demanding applications, covering a wide power range. The increase of the world
energy demand has entailed the appearance of new power converter topologies and
new semiconductor.
Highly popular voltage-source multilevel inverters,
which can be divided into three categories, that’s are neutral point clamped
(NPC), flying capacitor (FLC), and cascade H-bridge. Cascaded H-bridge
multilevel inverter has been researched for high voltage applications since it
has advantages in number of components, high reliability, and modularity. This
inverter can avoid extra clamping diodes or voltage balancing capacitors [11],
[9]. A single phase m-level configuration of the cascaded multilevel inverter
shown in the Fig.1. One of the demerits of cascade multilevel inverter is that
as the number of level increases, the number of H-bridges also increases [14].
This makes the modulation strategy more Depending upon the voltage source used,
Cascaded multilevel inverter are classified into two that’s are symmetrical and
asymmetrical Cascaded multilevel inverter [6]. In asymmetrical Cascaded
multilevel inverter dc voltages are in different proportion. So the Inverters
can be designed with different switch technologies. To reduce the number of DC
sources in a symmetrical cascaded topology DC sources are replaced by the
capacitors. It may cause voltage balancing problem [7], [12].

Fig.1.conventional cascaded
multilevel inverter
The number of high-frequency switches is increased
in Reverse voltage (RV) topology, hence reliability of the converter is
decreased and the switching loss is also more [1]. This paper presents a hybrid
multilevel inverter, the suggested topology requires less number of components
as compared to conventional topologies. Hence it reduces the installation area,
gate drivers needed, and consequently the cost of the whole setup[8]. It is also
more efficient since the inverter has a component which operates the switching
power devices at line frequency. [14]. Nearest level control is utilized to
drive the multilevel inverter and can be extended to any number of voltage
levels. The simulation results of the proposed topology are also presented.
II. DVR Basic Configuration
The proposed multilevel topology is a hybrid
multilevel inverter. Fig.2. shows the basic block diagram. The proposed system
consists of a normal H bridge inverter and some auxiliary switches. In
auxiliary switching part consisting of set series connected smaller multilevel
inverter blocks. In this reduced switching topology separates the output of the
multilevel inverter into two parts. One part is named level generation part and
it is responsible for level generating in positive polarity. The other part is
called polarity generation part. The H-bridge is responsible for generating the
polarity of the output voltage. H-bridge consisting of four switches and these
switches are operating at fundamental frequency. The proposed eleven levels
inverter is shown in Fig. 3. As can be seen, it requires 12 switches and five
isolated sources. The main idea of this proposed topology as a multilevel
inverter is that the left side in Fig. 3 generates the required output levels
(without polarity) and the right side of the circuit (H-bridge inverter)
decides about the polarity of the output voltage.
A. General Description
The proposed system consists of a normal H bridge inverter and some auxiliary
switches. A stepped waveform is generated at the output according to how the sources are being
connected to the load. The H Bridge is operated normally to generate alternating voltage output.
During positive half cycle, switches M1 and M2 are turned on and the level selecting switches
are operated to get different voltage levels. To generate the negative half cycle, switches M3 and
M4 are conducting while the level selecting switches are operated to get a staircase voltage at
the output. To obtain the first level, the dc source V1 must be connected to
the load. To generate the second level, both V1 and V2 must be connected to the
load. The rest of the sources are also connected in steps to the load in
similar manner. The switches are controlled in such a way that respective
sources are connected to the load during desired time intervals.

Fig .2. Block diagram

Fig.3. proposed multilevel inverter
In the proposed topology the total switch count is
12 for a eleven level multilevel inverter, in case of a conventional cascaded
multilevel inverter it would be 20. Number of switches and gate driver circuits
reduced in this topology so reducing the complexity of the overall circuit. It
reduces the installation area and consequently the cost of the whole setup.
TABLE I. Switching Sequence
|
Va
|
S1
|
S2
|
S3
|
S4
|
S5
|
S6
|
S7
|
S8
|
|
Vdc
|
ON
|
ON
|
ON
|
ON
|
OFF
|
OFF
|
OFF
|
OFF
|
|
2Vdc
|
OFF
|
ON
|
ON
|
ON
|
ON
|
OFF
|
OFF
|
OFF
|
|
3Vdc
|
OFF
|
OFF
|
ON
|
ON
|
ON
|
ON
|
OFF
|
OFF
|
|
4Vdc
|
OFF
|
OFF
|
OFF
|
ON
|
ON
|
ON
|
ON
|
OFF
|
|
5Vdc
|
OFF
|
OFF
|
OFF
|
OFF
|
ON
|
ON
|
ON
|
ON
|
B. Switching Sequence
Switching sequences in the proposed multilevel
inverter are simpler as compared to conventional topologies. There is no need
to control negative cycle so it does not generate negative pulses. Thus, there
is no need for extra conditions for controlling the negative voltage. In Table.1.
shows the switching sequence of the proposed topology. In this, the switching
transition is minimum during each mode transfer so there is a reduction in the
switching loss. Switches(S1-S8) are the level selection switches and switching
pulses corresponding to each switches are shown in fig.4.

Fig .4. Switching Pulses
III. PWM Technique
PWM Techniques has been extensively put to use in
multilevel inverters. Instead of PWM method a simple control logic is used. In
multiple carrier method for an m level inverter m-1 carriers are needed
[2]-[5]. It can be seen from a sine wave that it takes different durations if
it is moving from one voltage level to another voltage level from Fig.4. So a
sine wave is taken and checked whether its amplitude is in between two adjacent
voltage levels [13]. If so, the corresponding source is connected to the load
and in similar way it is proceeded until all the source voltages are connected
to load. The duration of different levels at the output changes each time, when
the sine wave amplitude changes from one desired level to another, which makes
the staircase output much more similar to a sine wave.
IV. Simulation Results
The simulation case study has been carried out
software to validate the result. Fig.6. Shows the simulation model of the
proposed topology. To generate the 11- level output voltage, 12 IGBTs and five
DC power source of 24 Volts are used. Pulses are generated by using nearest
level control method. The simulated Output voltage is shown in Fig.7. and the
harmonic spectrum was analysed using the FFT Window in MATLAB/Simulink.

Fig.6.Simulation
model of the proposed inverter

Fig.7.
Output voltage of proposed inverter

Fig.8.
Current Waveform of the proposed inverter
The 11 level inverter output is shown in Fig.7. It
has 11 levels of voltages in a half cycle and because of the unequal step
widths, it resembles much more to a sine wave. As a result, the harmonic
spectrum of the output will be improved. Current waveform of the inverter
output is shown in Fig.8. Since the load is inductive, the load current will
lag behind the load voltage waveform. The FFT analysis of the output voltage
waveform must be carried out to find the THD of the output voltage waveform.

Fig.9. FFT analysis of
output voltage with nearest level control

Fig.10. FFT analysis of
output current with nearest level control
Total harmonic distortion (THD) of the proposed
topology is 7.58% without using the LC filter is shown in Fig.8. FFT analysis
of output current waveform is shows in Fig.10. The resulting current THD was
.72%, which complies with the IEEE 519 harmonic standard.

Fig.11.simulation model of
proposed inverter with multicarrier
PWM method
The Fig.11. shows the simulated model of the
proposed 11-level multilevel inverter topology with conventional multicarrier
PWM method. A carrier frequency of 5 kHz is generated and compared with a
reference sine wave of 50 Hz. Its output voltage waveform and FFT analysis is
also shown in Fig.12. and in Fig.13.

Fig.12. output voltage
waveform of the proposed inverter with
multicarrier PWM method

Fig.13. FFT analysis of
output voltage with multicarrier PWM
method
Total harmonic distortion (THD) of the proposed
topology with multiple carrier method is 13.18%. By comparing Fig.9. and
Fig.13. It can be seen that nearest level control method is better than
multiple carrier method .
V. Comparison with Conventional Topology
Compared to other topologies the proposed topology
has many advantages. It does not have any voltage unbalancing problems as in
flying capacitor type topology. It has much more reduced no of switches
compared to cascaded topology. A single H bridge can generate 3 voltage levels:
+Vdc,0, -Vdc. Table.2. shows the comparison with conventional cascaded
multilevel inverter with proposed system.
TABLE II. Comparison With Conventional Topology
|
|
No. of
Levels
|
No. of
Switches
|
|
Cascaded
Multilevel Inverter
|
11
|
20
|
|
Proposed
Multilevel Inverter
|
11
|
12
|
VI. Conclusion
A single phase eleven level cascaded multilevel
inverter topology has been shown to produce an increased stepped output with
less number of semiconductor switches. With fewer switches, controlling the
overall circuit becomes less complex, the size and installation area are
reduced. Switching loss and THD are reduced as compared to conventional
topologies. Instead of conventional PWM method nearest level control method is
used so that control parts become simple. The proposed circuit is performing
harmonic reduction with reduced no of switches. Simulation results using MATLAB
is also provided to validate the design.
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