Abstract

Halbach permanent magnet (PM) array has attracted tremendous research attention in the development of electromagnetic generators for its unique properties. This paper has proposed a generalized analytical model for linear generators. The slotted stator pole-shifting and implementation of Halbach array have been combined for the first time. Initially, the magnetization components of the Halbach array have been determined using Fourier decomposition. Then, based on the magnetic scalar potential method, the magnetic field distribution has been derived employing specially treated boundary conditions. FEM analysis has been conducted to verify the analytical model. A slotted linear PM generator with Halbach PM has been constructed to validate the model and further improved using piece-wise springs to trigger full range reciprocating motion. A dynamic model has been developed to characterize the dynamic behavior of the slider. This analytical method provides an effective tool in development and optimization of Halbach PM generator. The experimental results indicate that piece-wise springs can be employed to improve generator performance under low excitation frequency.

Highlights

  • Linear generators have been investigated in particular to wave energy harvesting,[1] because it can be directly driven by the wave without additional motion conversion process, which in turn increases the reliability of the system

  • More analysis have been conducted using magnetic scalar potential (MSP) method as it is more efficient in describing the magnetic field distribution contributed by permanent magnet (PM).[8,9]

  • The main purpose of this work is to present a general analytical model based on the magnetic scalar potential method for Halbach linear generator with slotted stators

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Summary

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Yimin Tan,1,a Kejian Lin,[2] and Jean W. Zu2 1Sea Electric Energy Inc., Mississauga, ON L5M5K5, Canada 2University of Toronto, Toronto, ON M5S3G8, Canada (Presented 7 November 2017; received 26 September 2017; accepted 2 November 2017; published online 21 December 2017)

INTRODUCTION
MAGNETIC ANALYTICAL MODELING
Domain equations
Boundary conditions
Wm x
Magnetic field distribution analysis
MECHANICAL SYSTEM MODELING
EXPERIMENT AND DISCUSSION
CONCLUSION
Full Text
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