We demonstrate two effects that occur in all diffusive superconducting-magnetic heterostructures with rotating magnetization: the reappearance of singlet |0, 0 correlations deep in the magnetic material and a cascade of s = 1, m = 0, ±1 components (in the two spin−1/2 basis |s, m ). We do so by examining the order parameter and Josephson current through a multilayer with five mutually perpendicular ferromagnets. The properties of the middle layer determine whether the current is due to m = 0 or m = 0 contributions. We conclude that so-called long-and short-range components are present across a proximity system with rotating magnetization.
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