“…[6][7][8][9][10][11][12][13] Some experiments demonstrate a monotonic rise of hysteretic ac losses with increasing permeability of ferromagnetic constituents, 10 while others show a contingent reduction of such losses due to ferromagnetic supports. 6,9 Finite-element simulations of transport currents vindicate the buildup of hysteretic ac losses and their growth with the permeability of the supports; 8,12 by contrast, hysteretic ac losses in the presence of an oscillating applied magnetic field may increase for low, and decrease for moderate, amplitudes H a of this field as compared to nonmagnetic supports, 12 whereas magnetization losses seem to only weakly hinge on magnetic supports. 8 In keeping with numerical studies cited before, 12 theoretical predictions emerge from analytical studies of a planar superconductor/ferromagnet heterostructure made up of an infinitesimally thin superconductor strip and an infinitesimally thin ferromagnetic support; the two constituents being described, respectively, by the sheet current J, with a ͑field-independent͒ critical value J c , and infinite permeability, → ϱ.…”