SPEED CONTROL OF INDUCTION
MOTOR USING CONTROL VECTOR
1-Abstract:
. AC induction motors, which contain a cage, are very popular in variable speed drives. In many industries, we need to speed control of AC induction motor allows vector control of the AC induction motor running in a closed loop with the speed/position sensor coupled to the shaft PWM modules are the hybrid controller’s key features enabling motor control.
.The AC induction motor is a rotating electric machine designed to operate from a 3-phase source of alternating voltage. For variable speed drives, the source is normally an inverter that use power switches to produce approximately sinusoidal voltages and currents of controllable magnitude and frequency.
. The fast torque response obtained using vector control is achieved by estimating, measuring, calculating the magnitude and position of the motor flux in the machine. If this flux is known, the stator current phasor can be aligned to maintain the field at the desired level and to produce torque as desired. A reference a frame conversion is used to transform the three- phase stator currents into two orthogonal components, one to control the flux magnitude and the other current to control the developed torque. FIG .(1.1).
2-Introduction:
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1. Direct vector control method .
2. Indirect vector method .
3-Ac induction motor specifications:
P=100 Hp
Vline=420V
Frequency=50 Hz
Poles 4
Ns=1500rpm
Lm=0.01664H
Lr=0.017H
Rs= 0.03957ohm
Rr=0.02215 ohm
4-To perform vector control:
follow these steps: show that in fig (1.2)
ü Measure the motor quantities (phase voltages and currents) .
ü Transform them to the 2-phase system X,Y using a Clarke transformation.
ü Calculate the rotor flux space vector magnitude and position angle.
ü Transform stator currents to the d-q coordinate system using a Park transformation.
ü The stator current torque- (isq) and flux- (isd) producing components are separately controlled.
ü The output stator voltage space vector is calculated using the decoupling block.
5-Forward and Inverse Clarke Transformation (a,b,c to
α,β and backwards)
The forward Clarke transformation converts a
3-phase system (a, b, c) to a 2-phase coordinate system (α, β). Figure (1.3)
shows graphical construction of the space vector and projection of the space
vector to the quadrature-phase components α, β.
6-DESIGN CONCEPT OF ACIM VECTOR CONTROL:
System outline:
The system is designed to drive a 3-phase ac induction motor (ACIM). The
application has the following specifications:
![*](file:///C:/Users/ELMAHD~1/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif)
![*](file:///C:/Users/ELMAHD~1/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif)
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ü speed control loop with an in q axis stator
current loop
ü rotor flux control loop with an inner d
axis stator current loop
ü field weakening technique
ü stator phase current measurement method
ü ac induction flux model calculation in an
x, y –stationary reference frame
ü D-q establishment allows transformation
from the stationary reference frame to the rotating reference frame
ü space vector modulation(SVM)
![*](file:///C:/Users/ELMAHD~1/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif)
![*](file:///C:/Users/ELMAHD~1/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif)
NOTES
ý The inverter converts DC power to AC power
at the required frequency and amplitude.
ý consists of three half-bridge units where
the upper and lower switch are controlled complimentarily, meaning when the
upper one is turned on, the lower one must be turned off, and vice versa.
ý As the power device’s turn-off time is
longer than its turn- on time, some dead time must be inserted between the time
one transistor of the half-bridge is turned off and its complementary device is
turned on.
ý The output voltage is created by PWM
technique.
![*](file:///C:/Users/ELMAHD~1/AppData/Local/Temp/msohtmlclip1/01/clip_image001.gif)
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7- Digital Control of an AC Induction Motor:
The combination of ON / OFF states of the power stage switches for each
voltage vector is coded in Fig. (1.4).by the three-digit number in parenthesis.
Each digit represents one phase. For each phase, a value of one means that the
upper switch is ON and the bottom switch is OFF. A value of zero means that the
upper switch is OFF
and the bottom switch is ON. These states, together with the resulting
instantaneous output line-to-line voltages, phase voltages and voltage vectors.![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgKm1LT_JhIPL0NMr2M6gpS0rE1cPvgNelIvswzi5_j-IN1-G4vxyL-tIzeh5Sxk5-JGE1X3Ctpsj3os7n8H8z7x1y-YdhuiPHQ982YpMMKH93LNWSl4u2fNzh6-dH-6oDD6oZsrPwpjN2/s640/5.png)
![](https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgKm1LT_JhIPL0NMr2M6gpS0rE1cPvgNelIvswzi5_j-IN1-G4vxyL-tIzeh5Sxk5-JGE1X3Ctpsj3os7n8H8z7x1y-YdhuiPHQ982YpMMKH93LNWSl4u2fNzh6-dH-6oDD6oZsrPwpjN2/s640/5.png)
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