Abstract

The subject of this paper is a non-coaxial eddy-current coupling, which can be utilized on a freight train wagon for generating auxiliary power in the range of several Watts. The coupling comprises a wheel with radially magnetized permanent magnets, which is positioned in the vicinity of the wagon’s wheel, and extracts kinetic energy when the train is in motion. A computational method for solving the 3-D problem of the eddy-current coupling is presented. Maxwell’s equations for calculating the excited eddy currents are solved in the Fourier domain with a semi-analytical method (SAM), resulting in computationally efficient simulations. In a case study, the SAM shows 500 times faster simulation times, compared to a 3-D transient eddy-current finite-element method simulation, carried out with a commercially available software. The SAM is verified with measurements taken on two hardware prototypes. Furthermore, in order to generalize the study, a $\rho \eta $ -Pareto optimization of the system is conducted for relaxed design space boundaries, an output power of $P= {\mathrm {10\,\,W}}$ , a C45E steel wheel with $v= {\mathrm {80\,\,km/h}}$ surface velocity, and $g= {\mathrm {3\,\,mm}}$ air gap. It is shown that a power density up to 0.8 kW/dm3 (13 W/in3) and a transfer efficiency up to 60% can be achieved using the proposed system.

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