Abstract

The erosion of the stress grading system of converter-fed rotating machines may occur by partial discharges and heat generation. There remain unclear issues in the formation of the potential and temperature distributions along the stress grading system of coils. In this paper, the potential distributions on the stress grading system of the model coil bar are measured under the application of 1 kHz square wave voltages of 10 kV in peak to peak value with/without 5 kV DC biased voltage. It turns out that DC bias voltage has little effect on potential distribution on a coil surface.

Highlights

  • The importance of converter-fed drives to control high voltage rotating machines have been increasing for energy saving and high efficiency recently

  • These drives using pulse width modulation (PWM) have adverse effects on the insulation system for rotating machines especially those in which the stress grading system is used in the end-winding design.[1, 2]

  • Potential distributions were measured under square wave voltages with/without DC components to make the influence of DC component in the applied voltage clear

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Summary

Introduction

The importance of converter-fed drives to control high voltage rotating machines have been increasing for energy saving and high efficiency recently. These drives using pulse width modulation (PWM) have adverse effects on the insulation system for rotating machines especially those in which the stress grading system is used in the end-winding design.[1, 2]. The stress grading system consists of corona armor tape (CAT) and stress grading tape (SGT). It works efficiently under operations of commercial frequency, erosion of the insulation by partial discharges and heat generation is relieved.[3]. Potential and temperature distributions are measured under 1 kHz square wave voltages of 10 kV in peak to peak value with/without 5 kV DC biased voltage to figure out the influence of DC biased voltage

Principle of the Pockels sensor
Model coil bar
Under -5 kV to 5 kV square wave voltage
Under 0 kV to 10 kV square wave voltage
Equivalent circuit model
Conductivity of CAT and SGT
Simulated potential distribution under DC biased voltage
Conclusion
Notes on contributors

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