Abstract

The braking torque mathematical modelling in electromagnetic eddy current brake (ECB) often ignores the skin effect that occurrs during operation. However this phenomenon can not be simply neglected. Therefore, this paper presents a mathematical model of braking torque for a unipolar axial type of ECB system with a non-magnetic disk, which considers the skin effects. The use of mathematical models that consider the existence of skin effects is significant in approaching the braking torque according to the actual condition. The utilization of generic calculations to the model of the ECB braking torque leads to invalid results. Hence, in this paper, the correction factor was added to improve the braking torque calculation as a comparator to the proposed equation. However, the modification and addition of the correction factor were only valid to estimate the low-speed regimes of torque, but very distant for the high-speed condition. From the comparison of calculated values using analytical and 3D modelling, the amount of braking torque at a low speed was found to have an average error for the equation using a correction factor of 1.78 Nm, while after repairing, a value of 1.16 Nm was obtained. For the overall speed, an average error of 14.63 Nm was achieved, while the proposed equation had a small difference of 1.79 Nm. The torque difference from the calculation results of the proposed model with the measurement value in the experiment was 4.9%. Therefore, it can be concluded that the proposed equation provided a better braking torque value approach for both low and high speeds.

Highlights

  • An eddy current brake (ECB) is an electric braking system that utilizes the basic principles of eddy currents, which are generated by the primary magnetic induction formed at the conductor

  • The difference between the two root mean square error (RMSE) equations is 12.84 Nm. It is clear from the observations of the value, that the formula that uses the correction factor is only suitable for low speeds. The calculation results both in the trend calculation results and the difference in value, that the formula formulation that considers the skin effect gives a prediction that is closer to the torque for the low that uses the correction factor is only suitable for low speeds

  • The braking torque was calculated based on the eddy current power loss

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Summary

A Novel Approach on the Unipolar Axial Type Eddy

Hery Tri Waloyo 1,2 , U Ubaidillah 1,3 , Dominicus Danardono Dwi Prija Tjahjana 1,3, *, Muhammad Nizam 3,4 and Muhammad Aziz 5. Electrical Engineering Department, Faculty of Engineering, Universitas Sebelas Maret, Surakarta 57126, Indonesia

Introduction
Governing Equation
Braking Torque using the Correction Factor
Skin Effect Consideration
Methods
Simulation
Experimental Setup
Result
Braking Torque at Low-Speed Calculation Using a Correction Factor
Braking Torque at Low-Speed Calculation with Skin Effect Consideration
Braking
Experimental
Conclusion
Full Text
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