Axial currents of power frequency flowing in filaments of infinite length parallel to a solid cylinder of finite length give rise to eddy currents in the conducting material of the cylinder due to proximity effect. The distribution of the proximity effect current density is determined analytically by solving the differential equation for penetration of currents and appropriately applying boundary conditions. The loss is also determined. The material of the shell is considered to be non-magnetic.
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Tegopoulos et al. (1973) studied this question.
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