Abstract

Three-phase induction motors are industrial work horses known as inductive loads. Inductive loads always create low power factor due to consuming more reactive power. Low power factor not only makes a penalty charge for costumers, but also produces energy losses in electrical systems. To prevent these problems, the power factor which is the ratio of active and reactive power must be maintained toward unity. The power factor can be controlled by manipulating either of active or reactive power. In induction motors, active power is proportional to the motor load that variation of motor load results in increase or decrease in power factor. However, adding reactive power by capacitors would be a substantial solution to improve and control the power factor in unity. Many researches expressed that injecting improper reactive power to improve the power factor creates under- and over-correction. To prevent such problems, equation of power factor correction can be employed in order to obtain the optimal value of reactive power. In this equation, the presence of power factor at every single loading point is required. Estimation techniques can be a significant key to determine the power factor at every loading point. In this paper, several statistical methods including, kriging, regression, artificial neural network and support vector regression, are tested in three induction motors. A comparison is presented to verify the great performance of support vector regression method.

Highlights

  • Three-phase induction motors (IMs) are the main industrial work horses that consume both active and reactive power [1, 2]

  • To reduce the energy loss and voltage drop, PF of IMs which is the ratio of active and reactive power must be maintained toward unity [5, 6]

  • Input power measurement method is applied for motor load calculation in order to indicate PF against motor load

Read more

Summary

Introduction

Three-phase induction motors (IMs) are the main industrial work horses that consume both active and reactive power [1, 2]. IMs are known inductive loads that produce a high power quality problem in electrical systems [3]. Consuming more reactive power in loads such as IMs creates energy loss and voltage drop in the electrical systems [4]. To reduce the energy loss and voltage drop, PF of IMs which is the ratio of active and reactive power must be maintained toward unity [5, 6].

Methods
Results
Conclusion
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call