Generate pulses for SVPWM-controlled two-level converter
Simscape / Electrical / Specialized Power Systems / Control & Measurements / Pulse & Signal Generators
Simscape / Electrical / Specialized Power Systems / Fundamental Blocks / Power Electronics / Pulse & Signal Generators
The SVPWM Generator (2-Level) block generates pulses for three-phase two-level DC/AC converters using the space-vector pulse width modulation (SVPWM) technique.
The converter switches are represented by the following equivalent circuit:
As shown in the following figure, the objective of the SVPWM technique is to approximate the reference voltage vector (Uref) instantaneously by combining the switching states corresponding to the basic space vectors.
More precisely, for every PWM period, the reference vector Uref is averaged by using its two adjacent space vectors (U3 and U4 in the figure) for a certain duration of time and a null vector (U7 or U8) for the rest of the period.
Vector | Q1 | Q3 | Q5 |
---|---|---|---|
U1 | 1 | 0 | 0 |
U2 | 1 | 1 | 0 |
U3 | 0 | 1 | 0 |
U4 | 0 | 1 | 1 |
U5 | 0 | 0 | 1 |
U6 | 1 | 0 | 1 |
U7 | 0 | 0 | 0 |
U8 | 1 | 1 | 1 |
The block implements two symmetrical switching patterns[1]:
Pattern #1: With this pattern, known as Software-Determined, each PWM channel switches twice per every PWM period.
Pattern #2: With this pattern, known as Hardware-Determined, one PWM channel remains constant for the entire PWM period. Consequently, the number of switching times for this pattern is less than pattern #1. As a result, switching losses are reduced with Pattern #2.
Specify the type of reference vector.
When set to Magnitude-Angle (rad)
(default),
the Uref vector is specified by the following
inputs:
|U| Magnitude of Uref (value
between 0 and 1)
When set to alpha-beta components
,
the Uref vector is specified by the Uα
and Uβ inputs.
When set to Internally generated
,
the Uref is no longer an input to the block.
It is internally generated in order to control the converter output
voltage as specified in the output voltage parameter.
When set to Pattern #1
(default),
every device of the converter switches twice per every PWM period.
When set to Pattern #2
, the status
of one of the three arms stays constant (no switching) for the entire
PWM period.
Specify the PWM frequency that determines the PWM period.
Default is 2000
.
Specify the magnitude, phase, and frequency of the output voltage
of the two level converter controlled by the block. Default is [0.8
-30 50]
. The magnitude of the fundamental component of the
converter line-to-line output voltage is defined as
This parameter is visible only when the Data type
of input reference vector Uref parameter is set to Internally
generated
.
Specify the sample time of the block, in seconds. Set to 0 to
implement a continuous block. Default is 0
.
Uref
When the Data type of input reference vector Uref parameter
is set to Magnitude-Angle (rad)
, the two
block inputs are the magnitude and the phase, in radians, of the rotating
reference vector Uref.
When the Data type of input reference vector Uref parameter
is set to alpha-beta components
, the two
block inputs are the alpha-beta components of Uref.
The output contains the six pulse signals to fire the self-commutated devices (Q1 to Q6) of a converter device.
Sample Time | Specified in the Sample Time parameter Continuous if Sample Time = 0 |
Scalar Expansion | No |
Dimensionalized | No |
The power_SVPWMGenerator2Level
model
uses two simple circuits to show how the SVPWM Generator (2-Level)
works and to compare the two switching pattern options. Run the simulation
and open the FFT Analysis tool of the Powergui block to see the harmonics
and the THD value of the voltages produced by the two converters.
The model sample time is parameterized by the Ts variable set
to a default value of 2e-6 s. Set Ts to 0 in the command window and
change the Simulation type parameter of the Powergui
block to Continuous
to simulate the model
in continuous mode.
[1] Yu, Z., Application Report SPRA524, Space-Vector PWM with TMS320C24x Using H/W & S/W Determined Switching Patterns, Texas Instruments, 1999.