2010
DOI: 10.1103/physrevb.82.184412
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Spin polarization and exchange coupling of Cu and Mn atoms in paramagnetic CuMn diluted alloys induced by a Co layer

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Cited by 11 publications
(5 citation statements)
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“…The non-zero XMCD signals (the percentage difference of the XAS for opposite magnetic field directions) at the Ni and Co edges clearly identify the ferromagnetic state of the Py and Co films. The absence of a detectable XMCD signal at the Mn L 3 edge at remanence confirms the nonmagnetic state of the Cu 75 Mn 25 film, showing that the two Cu(3nm) layers completely eliminate any magnetic proximity effect 31 of the Py and Co layers on the Cu 75 Mn 25 layer in our sample. Element-specific hysteresis loop measurements show that while the Py and Co layers exhibit the expected ferromagnetic hysteresis loops, the Cu 75 Mn 25 layer exhibits a paramagnetic linear dependence of the XMCD signal on the magnetic field.…”
supporting
confidence: 67%
See 1 more Smart Citation
“…The non-zero XMCD signals (the percentage difference of the XAS for opposite magnetic field directions) at the Ni and Co edges clearly identify the ferromagnetic state of the Py and Co films. The absence of a detectable XMCD signal at the Mn L 3 edge at remanence confirms the nonmagnetic state of the Cu 75 Mn 25 film, showing that the two Cu(3nm) layers completely eliminate any magnetic proximity effect 31 of the Py and Co layers on the Cu 75 Mn 25 layer in our sample. Element-specific hysteresis loop measurements show that while the Py and Co layers exhibit the expected ferromagnetic hysteresis loops, the Cu 75 Mn 25 layer exhibits a paramagnetic linear dependence of the XMCD signal on the magnetic field.…”
supporting
confidence: 67%
“…First, we deduce the Py FMR precession cone angle from the Ni AC and static XMCD magnitudes, 𝜃 𝑁𝑖 = arctan ([ACXMCD(Ni)/[DCXMCD(Ni)]) = arctan (0.2/8)~1.5°. Then using the linear relationship between the XMCD/XAS ratio and the magnetic moment for a Mn atom, 31,52 we find that a Mn AC XMCD signal of 0.02%, as shown in Fig. 3 4(c)] with contributions from all conducting elements in the sample (e.g., the CPW and Cu).…”
mentioning
confidence: 93%
“…The sum rules demand that the L 2,3 edges are well separated such that the intensity of the TEY FR can be unambiguously assigned to each L-edge. However, the electrostatic interactions between ionized core levels and valence levels (2p-3d) are of similar magnitude to the spin-orbit coupling of the 2p states, causing jj mixing between the 2p 1/2 and 2p 3/2 channels [34][35][36]. Unambiguous assignment is difficult, although previous studies of elemental Mn on ferromagnetic substrates [35] indicate that the problem can be overcome by multiplying the spin expectation value derived from the sum rules by 1.5.…”
Section: Resultsmentioning
confidence: 99%
“…M. Abes et al [40] studied the magnetization of Mn and Cu in a [Co/Cu(x)/CuMn/Cu(x)] multilayer by varying the thickness, x, of the copper layer. Magnetization was induced in the CuMn diluted alloy due to its proximity to the ferromagnetic Co layer.…”
Section: Magnetic Proximity Effectsmentioning
confidence: 99%