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Performance analysis of DT and IFC of BLDC Motor Controller by Using Fuzzy Logic Controller

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International Journal of Innovative Research in Engineering

Volume 1, Issue 3 (November-December 2020), PP: 39-43 www.theijire.com

Performance analysis of DT and IFC of BLDC Motor Controller by Using Fuzzy Logic Controller

R GOPALAKRISHNAN

EEE Department, K.L.N. COLLEGE OF ENGINEERING, TN, India.

How to cite this paper R GOPALAKRISHNAN Performance analysis of DT and IFC of BLDC Motor Controller by Using Fuzzy Logic Controller, IJIRE- V1I3, 39-43.

Copyright © 2020 by author(s) and 5th Dimension Research Publication.

This work is licensed under the Creative Commons Attribution International License (CC BY 4.0).

http://creativecommons.org/licenses/by/4.0/

Abstract: In the present scenario, utilization of BLDC drives are increasing rapidly, as a result of more efficiency, more power density, normal to control and great inertia torque ratio. This rag proposes a concept of senso rless control of drive using Fuzzy based DTC system.

An indirect flux control proposed in this rag is similar to the direct torque controller for controlling of BLDC motor by the reference signals from the direct axis currents. A fuzzy regulator also proposed in this rag for better controlling of brushless DC drive. Simulink/Mat lab is used to test the proposed DTC-Fuzzy based BLDC drive

Keywords : BLDC Motor, Fuzzy Controller, DTC technique and PWM controller

I. Introduction

BLDC motor plays a key role in the present scenario, due to its high accuracy, good performance and high efficiency. BLDC vehicles are interior-out of commonplace dc vehicles and they showcase the equal N-T curves. BLDC motor doesn’t require brushes, the commutation principle for BLDC motor is electrically commutated. With the help of role sensors, the commutation identifies the rotor positions [1-2].

Stator Coils

Hall effect Sensors

Rotor permanent Magnet S

Driving Shaft

Driving End Shaft

Hall effect Sensor Magnets

Fig. 1. Structure of Brushless DC Drive

II. Designing of BLDC Motor

Brushless motor is one of the part in PMSM family [3-4]]. As its name shows as SM the magnetic area created with the aid of the usage of every the rotor revolves by the identical frequency. So BLDC motors do now not revel in any “slip”. The main parts in BLDC motor is wound stator poles and rotor is permanent magnet type. The brushes and mechanical commutator are used in BLDC for proper commutation. The Hall Effect sensors that are located a hundred and twenty electric tiers away from each other detects the rotor location that allows you to mark right commutation collection [5-8].

Rotor permanent Magnet N

(2)

L R

Vdc

Ic

Fig. 2. Equivalent Circuit for BLDC

Apply the principle of KVL to obtain the mathematical differential equations for BLDC Drive.

V  i r  L di

1

 e

1 1 1

dt

1

V

2

 i

2

r

2

V  i r

 L di

2

 e dt

2

 L di

3

 e

3 3 3

dt

3

Apply Park’s transformation analysis for converting three phase system to two phase system (i.e dq transformation).

The leakage flux linkages for BLDC drive, in the form of two phase rotational frame axis is expressed in two phase and voltage and currents as shown below.





(V



 i

r

a

)

beta

 1

L

beta

(V

beta

 i

beta

r

beta

)

The Expression for Phase angle is expressed as,

1

 

alpha

 j 

beta

 tan

1

( 

beta

/ 

alpha

)

Torque developed by the BLDC motor is

T  e

1

i

1

 e

2

i

2

 e

3

i

3

e

e

S1 S3 S5

S4 S6 S2

1 L

Ia

Ib

w

(3)

International Journal of Innovative Research in Engineering

DC Source

Id*

+ Id - Iq* - Iq

e1 Vd

Voltage a

Vabc

S1 S2

Pulses S3 b

+ e 2 Controller q V S4

S5

S6 c

BLDC Motor 3-ph VSI

V-I Measurement

Vαβ α Vba

β Vba Vca Vabc dq Vca

αβ

Iα Vαβ

Clark’s Iba Transformation Ica Iabc

iα ϴre=tan-1 (Ψsβ-Lsi) iβ

I Te

1/2k

Js2 (Ψsα -Lsi) +

+

Ψα Ψβ

Tm

Calculation of Flux Linkages Ψα=ʃ(Vα-Rs iα)dt

Ψβ =ʃ(Vβ-Rs iβ)dt ϴs=tan-1(Ψβ/Ψα)

Iαβ β Transformation of

Vαβ and Iαβ

Space Vector Modulation d

q Vabc PI Controller

PI Controller Current I

Id*

Iq*

III. Fuzzy Inference System

Generally, Fuzzy Controller is widely used in machine control. The input and output variables in a fuzzy control system are mapped by sets of variables called as membership functions or also called as fuzzy sets [9].

The process of Fuzzy system is explained under three stages namely:

1. Fuzzification 2. Inference Engine 3. Defuzzifier.

u(t)

Fig.3. Fuzzy Inference System

Fuzzy systems are simple in concept. It consists of 3 stages called as source layer, hidden layer and sink layer. The input stage identify the input variables and converted into fuzzy sets. The processing stage is used to get the output by using rule base formation

IV. Principle of Operation BLDC Control Diagram

The fundamental control block diagram indicates the implementation of the DTC-SVM model is as shown in figure 4. Park’s transformation principle is applied to this system for converting three phase system to two phase orthogonal coordinates. PI Controller are used to control the system current errors. An SVPWM controlled is introduced in this paper to generate the gate signals required for BLDC drive [10-12]. In this An DTC based control structure is proposed for generating state vectors.

Fig. 4. Fuzzy based DTC-SVM Control circuit for BLDC Drive

e(t) K1

d/dt K2

RULE BASE

INFERENCE MECHANISM

K3 D E F U Z Z I F I C A T I O N F

U Z Z I F I C A T I O N

(4)

The proposed Fuzzy based DTC-SVM BLDC drive is proposed and implemented using Simulink. The experiment setup (Simulink) is verified under two control techniques called Conventional PI & Fuzzy Control techniques. The results for BLDC motor is shown below.

14 13.5 13 12.5 12 11.5 11 10.5 10

9.5

0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 0.2

Time(sec)

Fig. 5. Experimental Waveform for Electromagnetic Torque

600

500

400

300

200

100

0

0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 0.2

Time(sec)

Fig. 6. Experimental Waveform for BLDC Speed

15

10

5

0

-5

-10

-15 0 0.02 0.04 0.06 0.08 0.1 0.12 0.14 0.16 0.18 0.2

Time (sec)

ElectromagneticTorque Current(Amps)speedWr(rpm)

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International Journal of Innovative Research in Engineering

Fig 8. Experimental Waveform for Stator Id

Fig. 9. Experimental Waveform for Iq

VI. CONCLUSION

This paper has provided a thought of Fuzzy based DTC for brushless dc drive machine. Pertaining to adjusting an alternating current turns essential DTC techniques stay labeled in varieties: i. e. the first hysteresis- based totally transfering desk DTC, then a few other you are regular switching consistency sample working with space vector modulation approach. Away of those techniques we chosen a DTC based Fuzzy method as it has the ability to improve overall performance of power with the useful resource of decreasing the disorders in the and . From the simulation results, DTC based Fuzzy System provides good result as

compared to conventional controllers.

References

[1] Salih Baris Ozturk, Member, IEEE, and Hamid A. Toliyat, Fellow, “Direct Torque and Indirect Flux Control of Brushless DC Motor” in IEEE/ASME TRANSACTIONS ON MECHATRONICS, VOL. 16, NO. 2, APRIL 2011.

[2] Atef Saleh Othman Al-Mashak- beh “Proportional Integral and Derivative Control of Brushless DC Motor” European Journal of Scientific esearchVol.35 No.2 (2009), pp.198-203.

[3] Microchip Technology, “Brushless DC (BLDC) motor fundamentals”, application Note, AN885, 2003.

[4] Gwo-Rueyyu and Rey-Chue Hwang “Optimal PID Speed Control of Brushless DC Motors Using LQR approach” IEEE International Conference on systems, Man and Cybernetics, 2004, pp.473-478.

[5] C.Gencer and M.Gedikpinar “Modelling and Simulation of BLDCM using Mat lab/Simulink” Journal of Applied Sciences 6(3):688- 691, 2006.

[6] Allan R. Hambley, “Electrical Engineering Principles and Application”, Prentice Hall, New Jersey 1997.

[7] Rivera, D.E.skogestad, S.Morari M.IMC 4: PID controller design. Ind. Engchem. Processdes. Dev 1986, 25,252.

[8] Gaddam Mallesham, AkulaRajani,”Automatic Tuning of PID Controller using Fuzzy Logic”, Internal Conference on Development and Application Systems, 2006, pp.120-127,

[9] K.Ang, G.Chong, and Y. Li, “PID control system analysis, design, and technology,” IEEETrans. Control System Technology, vol.13, pp 559-576, July 2005.

[10] Bergh, L.G. MAC Gregory. J.F. constrained minimum variance- Internal model structure and robustness properties.IND. Eng chem.

Res.1986, 26, 1558.

[11] Chein, L-L Fruehauf, P.S consider IMC tuning to improve controller performance. Chem. Eng. Prog 1990, 86, 33.

[12] N.Mohan, T.M.Undeland, and W.P.Robbins, Power Electronics Converters, Applications, and Design, New York: John Wiley &

Sons, 1995.

References

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