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HYBRID CASCADED MULTILEVEL CONVERTER WITH REDUCED TOTAL HARMONIC DISTORTION
RAJASEKHAR V
13l31D4208
2nd year M.Tech, EEE (P&ID)
UNDER THE ESTEEMED GUIDANCE OF
Adari .G V . CHIRANJEEVI
Asistente .Profesor
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Department of Electrical and Electronics Engineering
VIGNAN’S INSTITUTE OF INFORMATION TECHNOLOGY
Prepared by
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CONTENTS
• INTRODUCTION
• BLOCK DIAGRAM
• MULTY LEVEL INVERTERS TOPOLOGY
• CASCADED H-BRIDGE MULTILEVEL INVERTER
• SIMULATION RESULTS
• CONCLUSION
• REFERENCES
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INTRODUCTION
• In a traditional method, all the battery cells are directly connected in series and are
charged or discharged by the same current.
• A voltage equalization circuit is often needed in practical applications to protect the
battery cells from over charging or over discharging.
• The equalization circuit is composed of a group of inductances or transformers and
converters, which can realize energy transfer between battery cells.
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• In EV energy storage systems, a large number of battery cells are usually connected in
series to enhance the output voltage for motor driving.
• These vehicles have battery storage with large capacity and these batteries are
required to be charged continuously.
• The ac output of the HCMC is multilevel voltage, while the number of voltage levels is
proportional to the number of cascaded battery cells.
• So the HCMC used in the applications of EV with a larger number of battery cells, the
output ac voltage is approximately ideal sine waves.4
Multilevel Voltage Source Inverter
One phase leg n-level inverter
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• The voltage balance is realized by energy exchange between cells.
• To simplify the circuit, multilevel converters are widely used in medium or high
voltage motor drives.
• If their flying capacitors or isolated dc sources are replaced by the battery cells, the
battery cells can be cascaded in series combining with the converters instead of
connection in series directly.
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A + B +
A - B -
V a
V b
V load = VA - VB
BLOCK DIAGRAM
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MULTY LEVEL INVERTERS TOPOLOGY
• The most common multilevel converter topologies are:
• Diode clamped (neutral-point clamped)
• Flying capacitor (capacitor-clamped)
• Cascaded topology.
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Corresponding values of Vab •A+ closed and B– closed, Vab = Vdc •A+ closed and B+ closed, Vab = 0 •B+ closed and A– closed, Vab = –Vdc •B– closed and A– closed, Vab = 0
• The free wheeling diodes permit current to flow even if all switches are open
• These diodes also permit lagging currents to flow in inductive loads
Vdc
Load
A+ B+
A– B–
Va Vb
H BRIDGE INVERTER
ABBAload VVVV
+ Vdc −
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Corresponding values of Vab •A+ closed and B– closed, Vab = Vdc •A+ closed and B+ closed, Vab = 0 •B+ closed and A– closed, Vab = –Vdc •B– closed and A– closed, Vab = 0
• The free wheeling diodes permit current to flow even if all switches are open
• These diodes also permit lagging currents to flow in inductive loads
Vdc
Load
A+ B+
A– B–
Va Vb
H BRIDGE INVERTER
ABBAload VVVV
+ 0 −
10
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Corresponding values of Vab •A+ closed and B– closed, Vab = Vdc •A+ closed and B+ closed, Vab = 0 •B+ closed and A– closed, Vab = –Vdc •B– closed and A– closed, Vab = 0
• The free wheeling diodes permit current to flow even if all switches are open
• These diodes also permit lagging currents to flow in inductive loads
Vdc
Load
A+ B+
A– B–
Va Vb
H BRIDGE INVERTER
ABBAload VVVV
− Vdc +
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Corresponding values of Vab •A+ closed and B– closed, Vab = Vdc •A+ closed and B+ closed, Vab = 0 •B+ closed and A– closed, Vab = –Vdc •B– closed and A– closed, Vab = 0
• The free wheeling diodes permit current to flow even if all switches are open
• These diodes also permit lagging currents to flow in inductive loads
Vdc
Load
A+ B+
A– B–
Va Vb
H BRIDGE INVERTER
ABBAload VVVV
+ 0 −
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• The cascaded multilevel inverter consists of a series of H-bridge inverter units.
• The cascaded H-bridge converters are used for the voltage balance of the battery cells.
• The converter can also realize the charge and discharge control of the battery cells.
• The ac output of the converter is multilevel voltage, while the number of voltage levels
is proportional to the number of cascaded battery cells.
• So in the applications of Electric Vehicles with a larger number of battery cells, the
output ac voltage is approximately ideal sine waves.
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Hybrid Cascaded Multilevel Converter14
• It includes two parts, the cascaded half-bridges with battery cells shown on the left
and the H-bridge inverters shown on the right.
• The output of the cascaded half-bridges is the dc bus which is also connected to the dc
input of the H-bridge.
• Each half-bridge can make the battery cell to be involved into the voltage producing
or to be bypassed.
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• By control of the cascaded half-bridges, the number of battery cells connected in the
circuit will be changed, that leads to a variable voltage to be produced at the dc bus.
• The H-bridge is just used to alternate the direction of the dc voltage to produce ac
waveforms.
• Hence, the switching frequency of devices in the H-bridge equals to the base
frequency of the desired ac voltage.
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• For the cascade half-bridge converter, define the switching state as follows:
Sx = 1, upper switch is conducted, lower switch is OFF
= 0, lower switch is conducted, upper switch is OFF.
• When Sx = 1, the battery is connected in the circuit and is discharged or charged which
is determined by the direction of the external current.
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• The other is the higher voltage devices used in the H-bridges which worked just in base
frequency.
• So the high voltage large capacity devices such as GTO or IGCT can be used in the
H-bridges.
• The number of battery cells in each phase is n, then the devices used in one phase
cascaded half-bridges is 2 n.∗
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V1
V2
V 11
H-B 1
H-B 1
H-B 1
A
B
Proposed 23 level hybrid Cascaded Multi Level converter19
Three-phase hybrid cascaded multilevel converter. 20
• It means that not all the battery cells are needed to supply the load at the same time.
• As the output current is the same for all cells connected in the circuit, the charged or
discharged energy of each cell is determined by the period of this cell connected into the
circuit, which can be used for the voltage or energy equalization.
• The cell with higher voltage or SOC can be discharged more or to be charged less in
using, then the energy utilization ratio can be improved while the overcharge and over
discharged can be avoided.
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• The hybrid cascaded modular multilevel converter proposed here is shown.
• It includes two parts, the cascaded half-bridges with battery cells shown on the left and the H-bridge inverters shown on the right.
• The output of the cascaded half-bridges(CHB) is dc bus which is connected to the dc input of the H-bridge.
• Each half-bridge can make the battery cell to be involved into the voltage producing or to be bypassed.
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• By control of the cascaded half-bridges, the number of battery cells connected in the circuit will be changed, that leads to a variable voltage to be produced at the dc bus.
• The H-bridge is used to alternate the direction of the dc voltage to produce ac waveform.
• Hence, the switching frequency of devices in the H-bridge equals to the base frequency of the desired ac voltage.
• There are two kinds of power electronics devices in the proposed circuit.
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• One is the low voltage devices used in the cascaded half-bridges these devices
work in higher switching frequency to reduce harmonics.
• MOSFETs with low on-resistance are used in these circuits for switching
action.
• The Switches used in H-Bridge should withstand high voltages and operate
low frequency usually at grid frequency.
• Devices such as IGBT, GTO or IGCT can be used.24
• All the half-bridges are controlled individually, a staircase shape half-sinusoidal-wave voltage is produced on the dc bus of MMC.
• As a result multilevel ac voltage can be formed at the output side of H-Bridge.
• The number of ac voltage levels in any phase is equal to 2 n–1, where n is the ∗number of cascaded half-bridges in each phase.
• The more of the cascaded cells, the more voltage levels at the output side, and the output voltage is closer to the ideal sinusoidal.
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Magnitudes of Voltages with respect to Switching states of a MMC
S.No S1 S2 S3 . . S10 S11 Vout
1 0 0 0 - - 0 1 V1
2 0 0 0 - - 1 1 2V1
3 0 0 0 - - 1 1 3V1
4 0 0 0 - - 1 1 4V1
5 0 0 0 - - 1 1 5V1
6 0 0 0 - - 1 1 6V1
7 0 0 0 - - 1 1 7V1
8 0 0 0 - - 1 1 8V1
9 0 0 1 - - 1 1 9V1
10 0 1 1 - - 1 1 10V1
11 1 1 1 - - 1 1 11V1
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Modulating and Carrier Signals used to control Half – Bridges of MC
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Methodology Adopted for identifying optimum number of Stages
• Cascaded HCMC circuit proposed in [1] taken into consideration.
• Cascaded Half Bridge modules of required number are taken for
production of different levels in the output voltage across the terminals
of a H-Bridge.
• The output levels that are generated are 3,5,7,9,11,13,15,17,19,21 and 23.
• Peak amplitudes of Phase voltage, % THD are estimated.
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Results
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Simulink circuit 1630
Outputs of Voltage Across H-Bridge While Producing 23 Levels (Phase Voltages)
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Outputs of Voltage Across H-Bridge While Producing 23 Level MLI
(Line Voltages)
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Output Load Currents of 23 level MLI (sinusoidal waveform)
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Harmonic Spectrum of 23- level Phase Voltage
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CONCLUSION
• The levels in output voltage increases and the high power switches are switched
at low frequency as a result the switching loss decreases.
• The HCMC converter has the ability of producing the required number of levels
in the output voltage; this makes it suitable for variable voltage
applications.
• The Converter offers a reasonably good THD in the load voltages as results
the cost of filters will get reduced.
• As the number of levels increases beyond 19 there in no considerable change
in THD values measured for different levels. 35
• So it is better to restrict the number of levels to a value between 17 or 23
for which the THD value is lies between 2.13 and 2.16.
• Depending upon the load power requirements the numbers of levels
required in output are opted.
• For example for low power applications 17 levels in output may
chosen for high power applications 23 levels and beyond may be opted.
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References
1. Zedong Zheng, Kui Wang, Lie Xu, Yongdong Li, “A Hybrid Cascaded Multilevel Converter for Battery Energy Management Applied in Electric Vehicles”, IEEE TRANSACTIONS ON POWER ELECTRONICS, vol. 29, no. 7, pp. 3537 – 3546, july 2014.
2. S. M. Lukic, J. Cao, R. C. Bansal, F. Rodriguez, and A. Emadi, “Energy storage systems for automotive applications,” IEEE Trans. Ind. Electron., vol. 55, no. 6, pp. 2258–2267, Jul. 2008.
3. H. M. Zhang and S. P. Ding, “Application of synergic electric power sup- ply in HEV,” in Proc. 8th World Congr. Intelligent Control Autom., 2010, pp. 4097–4100.
4. A. Emadi, Y. J. Lee, and K. Rajashekara, “Power electronics and motor drives in electric, hybrid electric, and plug-in hybrid electric vehicles,” IEEE Trans. Ind. Electron., vol. 55, no. 6, pp. 2237–2245, Jun. 2008.
5. K. Jonghoon, S. Jongwon, C. Changyoon, and B. H. Cho, “Stable configuration of a Li-Ion series battery pack based on a screening process for improved voltage/SOC balancing,” IEEE Trans. Power Electron., vol. 27, no. 1, pp. 411–424, Jan. 2012.
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