Multi-Winding Transformer Based Diode-Clamped Multi-Level Inverter

Multi-Winding Transformer Based Diode-

Clamped Multi-Level Inverter

Ehsan Esfandiari

Electronic&Electrical Engineering Dept.

University Putra Malaysia/Islamic Azad University,

Majlesi Branch

Serdang, Malaysia/Esfahan, Iran

Ehsan.esf@gmail.com

Norman Bin Mariun

Electronic&Electrical Engineering Dept.

University Putra Malaysia

Serdang, Malaysia

norman@eng.upm.edu.my

Abstract—In this paper, a new configuration for diode-
clamped multilevel inverter based on multi-winding
transformer is proposed, described and simulated. The most
important difference between this proposed DC-AC-AC
structure and basic structure is that in the proposed
structure, back-to-back connected outputs of a multi-
winding transformer are superseded the capacitors in basic
structure. Simulation a 7 levels of proposed configuration
shows 10% THD.
key words: multi-winding, multi-level inverter, Diode-Clamped

I. I

NTRODUCTION

Recently there has been much interest in multilevel

inverters. Multilevel inverters synthesize a desired
voltage close to sinusoidal voltage using separated or
back-to-back connected voltage sources [1-10].

From the perspective of the control method, inverters

can be classified into two major groups:
1- Line-Frequency controlled multilevel inverters.
2- PWM-controlled multilevel inverters.

In first case, switches are controlled by low frequency

signals and generate a staircase output. The more the
number of the levels, the lower the THD and

⁄ .across the switches. In the second case, switches

are controlled by a high frequency PWM signals.

The Diode-Clamped multilevel inverter was

introduced by some scientists in last decade, [2, 11-13].
The basic structure of Diode-Clamped is based on N
series-connected capacitors as DC sources that load is
clamped to them to reach to desired output voltage. Also,
[14] describes the improved Diode-Clamped inverter.

Unbalancing in capacitor`s voltage is a problem in

Diode-Clamped [7]. In this paper a new configuration
based on multi-winding transformer as voltage sources
and the configuration discussed in [14] is proposed and a

7 levels inverter is simulated.

II. B

ASIC STRUCTURE OF PROPOSED INVERTER

This inverter, as shown in Fig. 1, is a low frequency

DC-AC-AC converter. It consists of an H-Bridge Block
and a switch array similar to Diode-Clamped structure.

H-Bridge Block converts the DC voltage of the source

to a low frequency square wave AC voltage. This voltage
is applied to the primary of a multiwinding transformer.
Transformer converters this square wave input to a
multiple synchronous low frequency outputs with
desirable amplitude. By choosing an appropriate
switching strategy, it is possible to add these voltages to
synthesize a desired sinusoidal output.

A. Normal operation of circuit in positive cycle

Table 1 shows the switching strategy for positive cycle

for proposed inverter. For all of instances in positive
cycle to and

from Block B are off also,

to are on (standby for freewheeling path).

If and from Block A are turned on, output equals

. In this stage,

are kept on to provide probable

freewheeling path. If , and are turned on output
equals

. In this stage,

are kept on to

provide probable freewheeling path.

and

are turned on, output equals

. In this stage,

is kept on to provide

freewheeling path. Fig. 1 shows this condition.

To reach to maximum in positive cycle, to are

turned on. In this case,

from Block A and to

from Block B provide freewheeling path.

At last, to reach to output equal to zero, and

from Block A are turned on. Thus, forward current

path includes

from Block B and and

ABLE

WITCHING PATTERN FOR POSITIVE CYCLE

Switches in Block A

Switches in Block B

S1 S2 S3 S4 S5 S6 S7 S8

Freewheeling path

S1 S2 S3 S4

S5 to S8 and

S1’ to S4’

output

S1’ S2’ S3’ S4’

0 0 0 0 1 0 0 0 1

0 0 0 1 0 1 0 0 1

1 0 1

1 +V1

0 0 1

1 0 0 1 0 1

1 0 0 1

1 +V1+V2

1 0 0 0 1

1 +V1+V2+V3

1 0 0 0 0 0 0 0 0 1

1 +V1+V2+V3+V4

2010 IEEE Symposium on Industrial Electronics and Applications (ISIEA 2010), October 3-5, 2010, Penang, Malaysia

155

from block A.

The important point is that in the positive cycle, to

from Block B must be kept off, unless, short circuit is

occurred. Even in the dead time of H-Bridge (from
positive to zero), because there may be some stored
energy in secondary, turning on from Block B will
causes a short circuit.

B. Normal operation of circuit in negative cycle

Table 2 shows the switching strategy for negative

cycle. For all of instances in negative cycle to and

from Block A are off and to

are on

(standby for freewheeling path).

and

(from Block B) are turned on output

equals

. In this stage, to

are kept on to provide

probable freewheeling path.

and

from Block B are turned on output

equals

–

. In this stage, to

are kept on to

provide probable freewheeling path.

and

are turned on output equals

–

. In this stage, is kept on to provide

freewheeling path.

ABLE

WITCHING PATTERN FOR NEGATIVE CYCLE

Switches in block B

Switches in block A

S1 S2 S3 S4 S5 S6 S7 S8

Freewheeling path

S1 S2 S3 S4

S5 to S8 and

S1’ to S4’

output

S1’ S2’ S3’ S4’

0 0 0 0 1 0 0 0 1

0 0 0 1 0 1 0 0 1

1 0 1

1 -V4

0 0 1

1 0 0 1 0 1

1 0 0 1

1 -V4-V3

1 0 0 0 1

1 -V4-V3-V2

1 0 0 0 0 0 0 0 0 1

1 -V4-V3-V2-V1

Load

-Vout+

Fig. 1 Forward and freewheeling current path for inverter when output voltage equals +V1+V2+V3

Forward current path

Freewheeling current path

156

To reach to minimum in the negative cycle, to are
turned on. In this case,

from Block B and to

from Block A provide freewheeling path.

At last, to reach to the output equals to zero, and

are turned on. So forward current path includes

from Block B and and

from Block

The important point is that in the negative cycle, to

from Block A must be kept off, unless, short circuit is

occurred. Even in dead time of H-Bridge (from negative
to zero), because there may be some stored energy in
secondary, turning on from Block A will causes a
short circuit.

III. S

IMULATION

OrCAD16.2 was used to simulate a 7 level of proposed

inverter. The auto-convergence ability of this software
provides condition to simulate high current and voltages
beside low current and voltages of controlling modules

For simulating the multi-winding transformer the

ladder model proposed in [15] was applied. To reach to

Please note that our try to simulate the proposed

structure using OrCAD16 failed because of convergence
problem.

Fig. 2 A) Voltage across a 10Ω resistive load B) Current passing through C) THD of voltage D) Output current for a pure inductive
load

Time

2ms

4ms

6ms

8ms

10ms

12ms

14ms

16ms

18ms

20ms

-I(Rload)

-10A

10A

Time

2ms

4ms

6ms

8ms

10ms

12ms

14ms

16ms

18ms

20ms

V(Rload:2,SB4):D)

-100V

100V

Frequency

V(Rload:2,SB4):D)

0Hz

0.2KHz

0.4KHz

0.6KHz

0.8KHz

1.0KHz

1.2KHz

1.4KHz

40V

80V

Time

2ms

4ms

6ms

8ms

10ms

12ms

14ms

16ms

18ms

20ms

- I(L1:1)

-40A

40A

157

near sinusoidal output, firing angles for Mosfets was
calculated from this equation[16] :

(1)

Where, N is the number of sources.

Fig. 2 illustrates the simulation results for a 7 levels of

proposed inverter with Mosfet switches. Fig. 2.A and Fig.
2.B are the voltage and current through a 10Ω resistive
load. Fig. 2.C is the FFT of the voltage across the 10Ω
load. The THD became more than 10%. Fig. 2.D shows
the current through a pure inductive load. This proves the
ability of propose inverter to feed inductive loads. The
schematic of switches is shown in

Fig. 3

IV. C

ONCLUSION

A new configuration for diode-clamped multilevel

inverter was proposed and simulated. In the proposed
Diode-Clamped structure, capacitors were replaced by a
multi-winding transformer to shape a DC-AC-AC
converter. The structure has very simple switching
strategy. The simulation results for a stepped output show
ability of this inverter to feed resistive and inductive
loads. Simulating a seven levels inverter shows 10%
THD for a 10Ω resistive load.

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D1N3495

100

47n

R28

RGP

PS256

200

IRF3808

Fig. 3. Schematic of switches that was used for simulation

158