Space Vector of Three Phase Three level Neutral Point Clamped Quasi Z Source Inverter

INTERNATIONAL JOURNAL FOR TRENDS IN ENGINEERING & TECHNOLOGY
VOLUME 4 ISSUE 2 – APRIL 2015 - ISSN: 2349 - 9303
5
Space Vector of Three Phase Three level Neutral
Point Clamped Quasi Z Source Inverter
K.Indhirapriyadharisini
PG Scholar/Department of EEE
K.S.R College of Engineering
Tiruchengode, India
indhirapriyadharisini@gmail.com
R.Sankarganesh
Assistant Professor/ Department of EEE
K.S.R College of Engineering
Tiruchengode, India
sankarganeshramasamy@gmail.com
Abstract-- Space vector of three phase three level neutral point clamped quasi z source inverter is proposed
in this paper. Space vector modulation is the pulse width modulation consists of number of switching states.
Space vector pulse width modulation technique utilizes 15% more power from DC source. Harmonics are
reduced by the presence of switching states. Quasi Z-source inverter is advanced topologies which performs
both boost and buck operation of a converter. The proposed inverter obtains continuous input current and the
boost converter is not needed. So, maximum voltage can be obtained in the load and system complexity is
reduced. Maximum power can be obtained from the solar panel by using MPPT. The implementation of
MPPT is to operate a PV array under constant voltage and power reference to modify the duty cycle of the
inverter.The simulation of proposed topology is done in MATLAB/SIMULINK software.
Index Terms- Solar Photovoltaic (PV), Maximum Power Point Tracking, Space Vector Modulation (SVM),
Quasi Z-Source Inverter (QZSI).
____________________  ____________________
1 INTRODUCTION
enewable energy sources play an important role in
electricity generation. Solar energy is the most
readily available sources of energy. Through Solar
Photovoltaic (SPV) cells, solar radiation gets converted
into DC electricity directly. The photovoltaic voltage–
current (V-I) characteristics is nonlinear and changes with
irradiation and temperature. In general, there is a point on
the V-I or voltage-power (V-P) curves, called the
Maximum Power Point (MPP), at which PV operates with
maximum efficiency and produces its maximum output
power. The state of the art techniques to track the
maximum available output power of PV systems are called
the Maximum Power Point Tracking (MPPT). Controlling
MPPT for the solar array is essential in a PV system [1].
The three level diode clamped also known as the neutral
point clamped (NPC) inverter has become an established
topology in medium voltage drives and is arguably the
most popular certainly for three-level circuits. The quasi z
source inverter (QZSI) is a single stage power converter
derived from the Z-source inverter topology, employing a
unique impedance network. [2]-[5] The conventional VSI
and CSI suffer from the limitation that triggering two
switches in the same leg or phase leads to a source short
and in addition, the maximum obtainable output voltage
cannot exceed the DC input, since they are buck converter
and can produce a voltage lower than the DC input
voltage.
Both Z source inverter and quasi-Z-source inverters
overcome these drawbacks by utilizing several shoot-
through zero states. A zero state is produced when the
three or lower three switches are fired simultaneously to
boost the output voltage. Sustaining the six permissible
active switching states of a VSI, the zero states can be
partially or completely replaced by shoot through zero
states depending upon the voltage boost requirement.
Quasi-Z-source inverters (QZSI) acquire all the
advantages of traditional Z source inverter. The impedance
network couples the source and the inverter to achieve a
voltage boost and inversion in a single stage. By using this
new topology, the inverter draws a constant current from
the PV array and is capable of handling a wide input
voltage range. It also features lower component ratings,
reduces switching ripples to the PV panels and
reducedsource stresscomparedto thetraditional ZSI. [3]-[7]
2 MAXIMUM POWER POINT TRACKING
This technique is used to obtain maximum power from
the solar panel. The Power point tracker converts high
frequency DCinto DC. It takes the DC input from the solar
panels, transform it to high frequency AC, and convert it
back down to a different DC voltage and current to exactly
match the panels to the load. Operation of MPPT is very
high audio frequencies, usually in the 20-80 kHz. The
main advantage of high frequency circuits is that they can
be designed with high efficiency transformers and small
components.Many techniques have been developed to
executeMPPT, these techniques are different in their
effectiveness, speed, hardware implementation, popularity,
cost. Widely used one of the most techniques in MPPT is
P&O due to its easy implementation andsimple. In this
technique the controller adjusts the voltage by a small
quantity from the array and measures power; if the power
increases, more adjustments in that way are tried until
R

6
power no longer rises. This method is called the perturb
and observe method and is most common, although this
method can result in oscillations of power output.[6] It is
referred to as a hill climbing method, because it depends
on the rise of the curve of power beside voltage below the
maximum power point, and the fall above that
point. Observe and Perturb is the most generally used
MPPT method due to its ease of realization. Perturb and
observe method may result in top-level efficiency,
provided that anappropriate predictive and adaptive hill
climbing approach is adopted.
3 QUASI Z-SOURCEINVERTER
All the advantages of traditional Z- source inverter are
present in Quasi Z-source inverters (QZSI). Some more
advantages when compared to Z-source inverter are also
there in proposed inverter such as continuous input
current,reduced switching stress andlower component
rating it can be used insolar pv applications or in fuel cells.
QZSI couples the DC source and the inverter.
Fig. 1. Quasi Z source inverter
The single diode and LC network connected to the inverter
circuitallows the shoot through stateand it modifies the
operation. Once the shoot through statearises, this network
will efficiently protect the circuit from damage. The
proposed inverternetwork boosts the DC link voltage. PV
array, battery,fuel cell, diode rectifier can be used as a DC
source. In order to define the operating principle of the
quasi Z source inverter, let us briefly examine the quasi Z
source inverter structure shown in Fig.1.
The traditional three-phase V-source inverter has
eightpermissible switching vectors (states) whereas the 3-
phase 3-level quasi Z-source inverter bridge has nine. The
three-phase V-source inverter has six active vectors while
the DC voltage is impressed across the load and two zero
vectors when the load terminals are shorted through either
the lower or upper three devices, correspondingly. [2],[3].
3.1 NON SHOOT THROUGH MODE
The QZSI switching pattern is similar to the VSI in
the Non shoot through mode (Active mode). The DC link
voltage is the input DC source voltage and the DC link
voltage input is given to the inverter. The active mode
equivalent circuit is shown in Fig.2.
Fig.2. Non Shoot through mode equivalent circuit
3.2SHOOT THROUGH MODE
In shoot through mode, the switches of the same phase leg
in the inverter are turned on instantaneously. On the time
of shoot through state the output voltage become zero, the
source cannot get shorted due to LC network, which offers
boost capability. In the shoot through state, the DC link
voltage boosted by a boost factor and its value depends
onmodulation indexand shoot through duty ratio. The
shoot through mode of QZSI equivalent circuit is shown in
Fig. 3.
Fig.3. Shoot through mode equivalent circuit
During one switching cycle, T, the Shoot through state
intervalis assumed as T0 and the non-shoot-through state
interval as T1so one has T =T0 +T1 and the shoot-through
duty ratio, D =T0 /T1. Through the interval of the non-
shoot-through states, T1
VL1=Vin-Vc1, VL2=-VC2 (1)
During the interval of the shoot-through states, T0,
VL1=VC2+Vin, VL2=Vc1 (2)
VPN=0, Vdiode=VC1+Vc2(3)
At steady state, the average voltage of the inductors over
one switching cycle is zero.
VPN = VC1-VL2 = VC1 + VC2 (4)
Vdiode = 0 (5)

7
By circuit analysis,
𝑉𝑐1 =
1−𝐷
1−2𝐷
𝑉𝑖𝑛 ; 𝐷 =
𝑇𝑜
𝑇𝑠
(6)
T0 - shoot- through timing per switching cycle; Ts – Time
period of switching frequency.
In Non shoot-through mode,
𝑉𝐿2 =
𝐷
1−2𝐷
𝑉𝑖𝑛 (7)
The peak DC link voltage across the inverter bridge is
expressed as
𝑣𝑖 = 𝑉𝑐1 + 𝑉𝐿2 (8)
𝑣𝑖 =
1
1−2𝐷
𝑉𝑖𝑛 (9)
𝑣𝑖 = 𝐵𝑉𝑖𝑛 ; 𝐵 =
1
1−2𝐷
(10)
By converting the traditional zero states into shoot-through
states we can obtain a higher output voltage in Quasi Z-
source inverter without affecting output waveform
quality.Though, the 3-phase quasi Z-source inverter bridge
has one extra zero state (or vector) when the load terminals
are shorted through both the upper and lower devices of
any one phase leg (i.e., both devices are gated on), any two
phase legs, or all three phase legs. This particular shoot-
through zero state (or vector) is not permissible in the
traditional V-source inverter, as it would cause a shoot-
through.
Fig.4. Topology of Quasi Z-source NPC Inverter
The third zero state (vector) is also known as the shoot-
through zero state (or vector), which can be generated by
three different ways such as shoot- through via any one
phase leg, arrangements of any two phase legs, and all the
three phase legs.
Fig. 5. Modified Carrier Based PWM With Shoot-
Through Zero States
The quasi Z-source invertercan becontrolled byall the
conventional PWM techniques and its theoretical
connections maintains real. All switching cycle of the
traditional PWM switching scheme based on the triangular
carrier method has two non-shoot-through zero states
along with two adjacent active states to synthesize the
preferred voltage. The traditional PWM is used while the
DC voltage is high enough to generate the desired AC
voltage. In case the DC voltage is not sufficient to directly
create a desired output voltage, a modified PWM with
shoot-through zero states will be used to boost voltage as
shown in Fig. 5. But,it is to be noted that each phase leg
switches on and off, till once per switching cycle.
Thereby, without changing the total zero-state time
interval, shoot-through zero states are evenly allocated
into each phase. Hence, the active states are unchanged.
On the other hand, the equivalent DC link voltage to the
inverter is boosted because of the shoot-through states.
Here it is noticeablethat the equivalent switching
frequency viewed from the quasi Z-source network is three
times the switching frequency of the inverter,
thatsignificantly reduces the required inductance of the
quasi Z-source network. [7],[8].
4 SPACE VECTOR PULSE WIDTH
MODULATION CONCEPT
In Space Vector based PWM, a rotating voltage vector is
used as the referencevoltage vector. In every sub cycle,Ts,
voltage reference vector is sampled. Space Vector diagram
for a three-level inverter shown in Fig.6.In two-level
inverter the reference vector is given with the help of three
voltage vectors.[9] In the three-level inverter each sector is
again divided into 4 regions, specifying the output even
more. The voltage vectors can be defined based on the
magnitude:
 Zero Voltage Vectors (ZVV): V=0 (redundant
switching states)
 Small Voltage Vectors (SVV): V1, 4,7,10,13,16
(redundant switching states)
 Medium Voltage Vectors (MVV): V3,
6,9,12,15,18.

8
 Large Voltage Vectors (LVV): V2, 5,8,11,14,17.
Fig.6. Space Vector diagram for a three-level inverter
4.1 TIME CALCULATION FOR EACH VECTOR
In the three levelNeutral Point Clamped (NPC) inverter,
there are 27 switching states corresponding to 19 space
vectors having fixed positions. These space vectors can be
grouped into 4 namely, large voltage vectors (V2, V5, etc.)
of magnitude 2VDC/3, medium voltage vectors (V3,V6,
etc.) of magnitude VDC/√3, small voltage vectors (V1, V4,
etc.) of magnitude VDC/3, and zero voltage vector (V0)
having zero magnitude. The plane can be divided into 6
major triangular sectors (S1 to S6) enclosed by large
voltage vectors (solid lines) and zero voltage vector. Each
major section represents 60 of the fundamental cycle and
within each major sector, there are 4 minor triangular
sectors (denoted as the dotted lines). In the plane,there are
totally 24 minor sectors and the voltage vectors are
represented as thevertices of these sectors. Each small
voltage vectorshave 2redundant switching states andzero
voltage vector has 3 redundant switching states., When the
rotating voltage vectors falls into one certain sector in
three-phase three-level inverter, the adjacent voltage
vectors are chosen to synthesize the preferred rotating
voltage vector based on the vector synthesis principle
which results in generating three-phase PWM waveforms.
By examining the magnitude of a rotating reference
voltage vector Vrefand the phase angle, the sectorcan be
easily located where in Vrefexists. Consider figure.7 of
sector 1, suppose if the rotating vector falls in region three
bounded by the vertices V1, V13 and V7, the vectorsV1, V13
and V7 are selected to synthesize Vref. Here the duty ratios
of these vectors are denoted as D1, D2 and D3,
correspondingly. The modulation law with a sequence of
the nearest three vectors based on the volt–second product
is then as follows:
D1.V1+D2.V7+D3.V13=Vref (12)
D1+D2+D3=1 (13)
Solving above equations,
𝐷1 = 2 − 2 ∗ 𝑚 ∗ (cos 𝜃 +
sin 𝜃
3
)(14)
𝐷2 = −1 + 2 ∗ 𝑚 ∗ (cos 𝜃 −
sin 𝜃
3
) (15)
𝐷3 = 4 ∗ 𝑚 ∗ (
sin 𝜃
3
) (16)
The same way is used for calculating the duty ratios of the
selected voltage vectors in all the other triangles. In order
to complete the modulation process, the selected voltage
vectors are applied to the output based on the switching
sequence. At the same time, a switching sequence is
formed in such a way that a high-quality output waveform
is obtained with minimum number of switching
transitions.
Fig.7. Space Vector Diagram of Sector 1
4.2 INSERTING SHOOT THROUGH STATE IN
THE INVERTER
To achieve the minimal number of switchesthat changes
between two adjacent states, a seven-segment switching
sequence shown in Table I. is implemented in SVM. If the
reference vector stay in triangle 3 shown in Fig.8. using the
decomposition method, where the null state is shifted
from{PPP/OOO/NNN} to {POO/ONN}, the Equivalent
Null states are V1 {POO} and V1 {ONN}, while the
Equivalent Active (E-Active) states are V7 {PON} and V13
{PNN}, respectively.
Fig.8. Implementation of Shoot through
The shoot through implementation using a seven segment
table is shown in Fig.8. Theoretically, a shoot-through
state can be introduced on any phase which is switched to
the zero level (O) without affecting that phase voltage.
However, the effect on the line-to-line voltages must also
be considered. Instead of Full shoot-through which means
a phase leg is completely shorted by turning on all the four
switches, Upper (upper three switch turned-on) and Lower

9
(lower three switch turned-on) shoot-through states(UST
and LST) are used to make shoot through as it produces an
output voltage with enhanced waveform quality with
minimum number of switching. Thisallowed shoot-
through states are given in Table II and based on the above
theory, simulation had been done in Matlab 7.1.
Table II
Permissible Shoot-through States
UPPER SHOOT-THROUGH LOWER SHOOT-THROUGH
UNN PLO
UON POL
OUN PPL
NUN LPO
NUO OPL
NOU LPP
NNU LOP
UNO OLP
ONU PLP
5 SIMULATION RESULTS
The quasi z source inverter topology is verified using
MATLAB/SIMULINK. The input voltage of the Quasi Z
source network is VDC=200V and L=7mH and C=1000
µF. The inductor and capacitor value are chosen based on
the current ripple and voltage ripple. Quasi Z-source NPC
inverter with voltage buck and boost capability is shown.
The Specifications of the proposed system is shown in
Table III.
Table III
Specifications Of the Proposed System
PARAMETERS VALUE
INPUT VOLTAGE 200V
DUTY RATIO 0.29
L1,L2 7Mh
C1,C2,C3,C4 1000 µF
SWITCHING
FREQUENCY
3-5KHZ
MODULATION INDEX 0.7
The proposed control circuit model is shown in Fig.9. The
input voltage given VDC=200V. The output boosted
voltage obtained is 300V. The output voltage of Quasi Z
source inverter is shown in Fig.10.
Fig.9. Model of the Control Circuit
Fig.10. Quasi Z-Source inverter Output Voltage
waveform
The input current of the Quasi Z source inverter is shown
in Fig.11. The input current is continuous.
Fig.11. Quasi Z-Source inverter Input Current
waveform

10
Fig.12. Quasi Z-Source inverter Output Current
waveform
Fig.13. Capacitor voltage VC1
Fig.14. Capacitor voltage VC2
Fig.15. represents the MPPT voltage waveform. It
increases to 300v and maintains in the constant value.
Fig.15. MPPT Voltage waveform
PV Panel output power waveform is shown in Fig.16. The
power increases up to 600 watts.
Fig.16. PV Panel Output Power waveform
The temperature and irradiance of the PV panel is shown
in Fig.17. The irradiance is based on the amount of
sunlight falls on the panel. And the temperature increase
baeds on the irradiance.
Fig.17. PV Panel Irradiance and Temperature
waveform
Fig.18. shows tha THD waveform of the proposed
inverter. The THD value is 2.59% i.e less than 5%.
Fig.18. THD waveform
6 CONCLUSION

11
In the traditional NPC inverter, by carefully inserting LST
and UST states maximum output voltage is obtained.
Insertion of shoot through zero state improves the
efficiency and the output voltage is improved with respect
to constant output current. Total harmonic distortion
occurred in the system due to the switching states is also
reduced to less than 5%. Switching stress is low because
numbers of switches are more. Low rating switches can be
used to operate under high voltage conditions.
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