2001
DOI: 10.1016/s1567-2719(01)13005-2
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Chapter 1 Interlayer exchange coupling in layered magnetic structures

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Cited by 30 publications
(30 citation statements)
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“…For both cases, there is no sharp maximum for the total coupling strength J = J 1 + J 2 but an almost constant value of ͉J͉ of the order of 1 mJ/ m 2 . This value is well comparable to those typically found for fully metallic systems 29 but is clearly smaller than the 6 mJ/ m 2 observed for MBE-grown Fe/ Si/ Fe͑001͒ trilayers. 30 We relate the reduced coupling strength compared to MBE samples to intermixing at the Fe/ Si interface due to the higher energy of the incident particles during the sputtering process.…”
Section: Fe/ Si/ Fe Trilayerssupporting
confidence: 84%
“…For both cases, there is no sharp maximum for the total coupling strength J = J 1 + J 2 but an almost constant value of ͉J͉ of the order of 1 mJ/ m 2 . This value is well comparable to those typically found for fully metallic systems 29 but is clearly smaller than the 6 mJ/ m 2 observed for MBE-grown Fe/ Si/ Fe͑001͒ trilayers. 30 We relate the reduced coupling strength compared to MBE samples to intermixing at the Fe/ Si interface due to the higher energy of the incident particles during the sputtering process.…”
Section: Fe/ Si/ Fe Trilayerssupporting
confidence: 84%
“…Using the equations given in Refs. 55 and 56, taking into account a nearly normal incidence ͓sin͑͒ Ͻ Ͻ1͔, and neglecting terms proportional to 2 , as well as even in magnetization and linear in terms in the magnetic part of the nonlinear optical susceptibility appearing for pp and sp combinations of polarizations, it is straightforward to extract the contributions to SHG from one interface ͑or surface͒ for different polarization combinations, which are listed in Table I.…”
Section: Modelingmentioning
confidence: 99%
“…Here we consider the situation of a monodomain structure, with magnetic states in the field +H and −H being transformed into each other by the time reversal operation ͑m 1 → −m 1 , m 2 → −m 2 ͒. For modeling this situation it is sufficient to define the SHG in different phases realized in this geometry at ͑i͒ H =0 ͑antiferromagnetic m 1 ↑ ↓m 2 …”
Section: B Magnetization Reversal Along Hard Axismentioning
confidence: 99%
See 1 more Smart Citation
“…This can in principle be achieved experimentally by exchange coupling the semiconducting ferromagnet to an antiferromagnet, 5 as is succesfully applied for metallic structures, 6 or, alternatively, by exchange coupling two magnetic semiconductor layers, separated by a nonmagnetic semiconductor layer. In contrast to metallic ferromagnets, where the interlayer exchange coupling is well-studied 7 and theoretically understood within the Ruderman, Kittel, Kasuya, and Yosida (RKKY) or a quantum interference model, 8,9 little is known about interlayer coupling between two ferromagnetic semiconductors across a nonmagnetic semiconductor where the carrier concentration is too low to support the RKKY mechanism. 10,11 Therefore the study of the magnetic interlayer coupling in allsemiconductor structures may not only be technologically relevant, 1 but is also of fundamental interest.…”
Section: Introductionmentioning
confidence: 99%