A Sensorless Boost-type Direct Vector Control for Induction Motor Drive
Jeng-Yue Chen, Tsung-Cheng Chen, Gwo-Jen Chiou and Jhang-Yu Wang
Department of Electrical Engineering National Formosa University No.64, Wunhua Rd., Huwei Township,
Yunlin 632, Taiwan, R. O. C.
E-mail of Corresponding Author: [email protected] Telephone: +886-5-6315607
Abstract -- In this paper, a novel sensorless boost-type DC/AC motor drive is proposed. Based on a generalized zero vector technique, the proposed drive has several advantages such as higher output voltage to increase motor efficiency, reduced weight and space of the battery etc. The magnitude, phase and frequency of air-gap flux can be obtained by adopting 120
Dcontrol strategy for motor coil. Therefore, using the signals of air-gap flux some motor parameters can be modified easily in real time to achieve real vector control for driving motor.
Besides, the proposed drive can regenerate energy back to source to increase efficiency such that it can be applied to hybrid vehicle.
Finally, some experimental results are presented for verification.
Keywords -- Sensorless, Generalized zero vector, Vector control
I. I NTRODUCTION
Three-phase induction motor has been widely used in industrial applications. The field-oriented control is frequently adopted [1-2]. Due to variation of parameters, several control strategies such as flux estimation, adaptive control [3-7] are presented to improve the disadvantage. However the used control circuit is still complicated. In addition, the sensorless vector control of induction motor is presented [8-12]. Also, the control method without speed sensor can not achieve real vector control [13-17]. Hence, in this paper a sensorless boost- type direct vector control for driving induction motor is proposed to achieve real vector control, low cost and applications to mobile vehicle. Next, the proposed control method is described in detail as follows.
II. T HE PROPOSED INDUCTION MOTOR DRIVE
The proposed motor drive is shown in Fig. 1. In Fig. 1, the motor drive consists of one boost DC/DC converter and a three-phase inverter. The timing diagram of gating signals is shown in Fig. 2. When S
0is closed, the current of inductor L increases and the capacitor C transfers its storing energy to three-phase inverter, which is operated in 120
0conducting mode. Conversely, when S
0is opened, six switches of the inverter are closed in order to restore energy into the capacitor C.
S1 S3 S5
S2 S4 S6
S0
Vdc
L C
Fig. 1. The proposed induction motor drive
S
3S
2S
1S
6S
5S
4S
0V
42V
41V
21V
24V
14V
12Fig. 2. The timing diagram of gating signals
Therefore, the terminal voltage which is applied to motor can be boosted.
) 1 ( D 0 V
V dc = c − (1)
Where
D 0 : duty cycle of the switch S
0In addition, any one of the three legs of the bridge is not conducted alternatively for anytime. Hence, from the open circuit coil, the phase angle and magnitude of back EMF can be obtained. To calculate the magnitude of back EMF, the induction motor rotor speed can be obtained without speed sensor. The motor control strategy is described as follows.
III. T HE STRATEGY OF DIRECT VECTOR CONTROL The control block of the proposed drive is shown in Fig.
3. In Fig. 3, the indirect vector control is adopted. Due to variation of motor parameters, the real vector control can not be achieved directly. However, those parameters can be adjusted by proposed control strategy to achieve real vector control. The output torque is expressed as follows.
δ ψ || | sin
| ⋅
= t m qs
e K i
T
(2)
gain L i
R L
qs r r r
sl m ⎠ ⋅⎟⎟ ⋅
⎜⎜ ⎞
⎝
= ⎛ | |
|
| ψ
ω (3)
With respect to maximum torque, the angle δ is 90
0.
Then, the back EMF e CN of coil can be detected in one third cycle. In Fig. 4, to maintain maximum torque, the angle between back EMF e
CNwith i qs must be kept at 30 degree.
Therefore, from open circuit coil, the phase angle of back EMF can be controlled by adjusted the gain. Based on (3), the slip frequency ω
slis modified to achieve real direct vector control without using any sensor.
ω
eω
sl*
i
qs*
i
ds*
ω
ri
abcS
1S
3S
5S
2S
4S
6S
0V
dcL C
ω
rω
r*
i
abcV
EMFFig. 3. The control block of the proposed drive
axis b −
axis c −
axis a −
30
oaxis b −
qs
i
e− axis axis a −
axis c −
ds
i
e− axis
| ψ
m|
a b c
- 1 2 V
dc1 2 V
dc- 1 2 V
dc1 2 V
dc- 1 2 V
dc1 2 V
dc1 2 V
dc- 1
2 V
dc1 2 V
dc- 1 2 V
dc1 2 V
dc- 1
2 V
dc- 1
2 V
dc1 2 V
dcI
II III
IV
V
VI
I II III IV
IV V VI
ψ
mV
CNqs