Neue Materialien für die Magnetoelektronik: Heusler- und Halb-Heusler-Phasen

Heusler- und Halb-Heusler-Phasen konnten als Verbindungsklasse identifiziert werden, neue Materialien für die Magnetoelektronik bereitzustellen. Auf Basis eines theoretischen Modells konnte das Auftreten eines hohen MR-Effekts auf bestimmte Valenzelektronenzahlen (VEK) präzisiert werden. Dazu muß ein dreiteiliger 'Fingerabdruck' in der Bandstruktur (Sattelpunkt, Spindichtewelle, lokales magnetisches Moment) vorliegen. Es existieren eine Vielzahl von halbmetallischen Ferromagneten in dieser Verbindungsklasse. Die variable Valenzelektronenkonzentrationen, die sich auch aus den hochsymmetrischen Strukturen ergeben, erlauben eine gute Dotierbarkeit der Phasen. Dadurch ist die Möglichkeit gegeben, die Phase exakt mit der geforderten VEK zu synthetisieren. Curietemperaturen > 500 K sind in Hinblick auf die technische Anwendbarkeit notwendig. PdMnTe hat nicht die Voraussetzungen für einen PMR-Effekt in der Bandstrukturrechnung, doch die Nähe zu einer halbmetallischen Zustandsdichte resultiert in einen negativen CMR-Effekt unterhalb des magnetischen Übergangs von MR0 = 18 % bei 4 K. Die Zusammenhänge von Probenpräparation zum magnetischen Sättigungsmoment konnten an Co2CrAl aufgedeckt werden. Die unter Anwendung des vorgestellten Modells synthetisierte Heusler-Phase Co2Cr0.6Fe0.4Al (VEK = 27.8) weisen den erwarteten MR-Effekt auf. Der gemessene PMR-Effekt ist größer als bei den GMR-Systemen (bei geringerer Feldempfindlichkeit) und anderen granularen Materialien wie CrO2 bei 295 K. Co2Cr0.6Fe0.4Al zeigt bei 295 K einen hohen negativen Magnetowiderstand von 30 % bei einem Sättigungsfeld von 0.2 Tesla. Durch die Beimischung von Oxiden und Polymeren sind Komposit-Materialien entwickelt worden, die MR0-Effekte von bis zu 88% mit einer verbesserten Feldempfindlichkeit von 0.1 Tesla bei Al2O3 und 0.05 Tesla bei den Oberflächenbeschichtungen zeigen.

Special Heusler compounds for spintronic applications

This work emphasizes the potential of Heusler compounds in a wide range of spintronic applications. Using electronic structure calculations it is possible to design compounds for specific applications. Examples for GMR and TMR applications, for spin injection into semiconductors, and for spin torque transfer applications will be shown. After a detailed introduction about spintronics and related materials chapter 5 reports about the investigation of new half-metallic compounds where the Fermi energy is tuned in the middle of the gap to result in more stable compounds for GMR and TMR applications. The bulk properties of the quaternary Heusler alloy Co2Mn(1-x)Fe(x)Si with the Fe concentration ranging from x=0 to 1 will be reported and the results suggest that the best candidate for applications may be found at an iron concentration of about 50%. Due to the effect that in the Co2Mn(1-x)Fe(x)Si series the transition metal carrying the localized moment is exchanged and this might lead to unexpected effects on the magnetic properties if the samples are not completely homogeneous chapter 6 reports about the optimization of the Heusler compounds for GMR and TMR applications. The structural and magnetic properties of the quaternary Heusler alloy Co2FeAl(1-x)Si(x) with varying Si concentration will be reported. From the combination of experimental (better order for high Si content) and theoretical findings (robust gap at x = 0.5) it is concluded that a compound with an intermediate Si concentration close to x=0.5-0.7 would be best suited for spintronic applications, especially for GMR and TMR applications. In chapter 7 the detailed investigation of compounds for spin injection into semiconductors will be reported. It will be shown that the diluted magnetic semiconductors based on CoTiSb with a very low lattice mismatch among each other are interesting materials for spintronics applications like Spin-LEDs or other spin injection devices. Chapter 8 refers about the investigation of the theoretically predicted half-metallic completely compensated-ferrimagnet Mn$_3$Ga as a suitable material for spin torque transfer applications. The Curie temperature is above 730~K and the electronic structure calculations indicate a nearly half-metallic ferrimagnetic order with 88% spin polarization at the Fermi energy.}

Structure and properties of intermetallic ternary rare earth compounds

The so called material science is an always growing field in modern research. For the development of new materials not only the experimental characterization but also theoretical calculation of the electronic structure plays an important role. A class of compounds that has attracted a great deal of attention in recent years is known as REME compounds. These compounds are often referred to with RE designating rare earth, actinide or an element from group 1 - 4, M representing a late transition metal from groups 8 - 12, and E belonging to groups 13 - 15. There are more than 2000 compounds with 1:1:1 stoichiometry belonging to this class of compounds and they offer a broad variety of different structure types. Although many REME compounds are know to exist, mainly only structure and magnetism has been determined for these compounds. In particular, in the field of electronic and transport properties relatively few efforts have been made. The main focus in this study is on compounds crystallizing in MgAgAs and LiGaGe structure. Both structures can only be found among 18 valence electron compounds. The f electrons are localized and therefor not count as valence electrons. A special focus here was also on the magnetoresistance effects and spintronic properties found among the REME compounds. An examination of the following compounds was made: GdAuE (E = In, Cd, Mg), GdPdSb, GdNiSb, REAuSn (RE = Gd, Er, Tm) and RENiBi (RE = Pr, Sm, Gd - Tm, Lu). The experimental results were compared with theoretic band structure calculations. The first half metallic ferromagnet with LiGaGe structure (GdPdSb) was found. All semiconducting REME compounds with MgAgAs structure show giant magnetoresistance (GMR) at low temperatures. The GMR is related to a metal-insulator transition, and the value of the GMR depends on the value of the spin-orbit coupling. Inhomogeneous DyNiBi samples show a small positive MR at low temperature that depends on the amount of metallic impurities. At higher fields the samples show a negative GMR. Inhomogeneous nonmagnetic LuNiBi samples show no negative GMR, but a large positive MR of 27.5% at room temperature, which is interesting for application.

Magnetization dynamics in spin valves

Key technology applications like magnetoresistive sensors or the Magnetic Random Access Memory (MRAM) require reproducible magnetic switching mechanisms. i.e. predefined remanent states. At the same time advanced magnetic recording schemes push the magnetic switching time into the gyromagnetic regime. According to the Landau-Lifschitz-Gilbert formalism, relevant questions herein are associated with magnetic excitations (eigenmodes) and damping processes in confined magnetic thin film structures.rnObjects of study in this thesis are antiparallel pinned synthetic spin valves as they are extensively used as read heads in today’s magnetic storage devices. In such devices a ferromagnetic layer of high coercivity is stabilized via an exchange bias field by an antiferromagnet. A second hard magnetic layer, separated by a non-magnetic spacer of defined thickness, aligns antiparallel to the first. The orientation of the magnetization vector in the third ferromagnetic NiFe layer of low coercivity - the freelayer - is then sensed by the Giant MagnetoResistance (GMR) effect. This thesis reports results of element specific Time Resolved Photo-Emission Electron Microscopy (TR-PEEM) to image the magnetization dynamics of the free layer alone via X-ray Circular Dichroism (XMCD) at the Ni-L3 X-ray absorption edge.rnThe ferromagnetic systems, i.e. micron-sized spin valve stacks of typically deltaR/R = 15% and Permalloy single layers, were deposited onto the pulse leading centre stripe of coplanar wave guides, built in thin film wafer technology. The ferromagnetic platelets have been applied with varying geometry (rectangles, ellipses and squares), lateral dimension (in the range of several micrometers) and orientation to the magnetic field pulse to study the magnetization behaviour in dependence of these magnitudes. The observation of magnetic switching processes in the gigahertz range became only possible due to the joined effort of producing ultra-short X-ray pulses at the synchrotron source BESSY II (operated in the so-called low-alpha mode) and optimizing the wave guide design of the samples for high frequency electromagnetic excitation (FWHM typically several 100 ps). Space and time resolution of the experiment could be reduced to d = 100 nm and deltat = 15 ps, respectively.rnIn conclusion, it could be shown that the magnetization dynamics of the free layer of a synthetic GMR spin valve stack deviates significantly from a simple phase coherent rotation. In fact, the dynamic response of the free layer is a superposition of an averaged critically damped precessional motion and localized higher order spin wave modes. In a square platelet a standing spin wave with a period of 600 ps (1.7 GHz) was observed. At a first glance, the damping coefficient was found to be independent of the shape of the spin-valve element, thus favouring the model of homogeneous rotation and damping. Only by building the difference in the magnetic rotation between the central region and the outer rim of the platelet, the spin wave becomes visible. As they provide an additional efficient channel for energy dissipation, spin waves contribute to a higher effective damping coefficient (alpha = 0.01). Damping and magnetic switching behaviour in spin valves thus depend on the geometry of the element. Micromagnetic simulations reproduce the observed higher-order spin wave mode.rnBesides the short-run behaviour of the magnetization of spin valves Permalloy single layers with thicknesses ranging from 3 to 40 nm have been studied. The phase velocity of a spin wave in a 3 nm thick ellipse could be determined to 8.100 m/s. In a rectangular structure exhibiting a Landau-Lifschitz like domain pattern, the speed of the field pulse induced displacement of a 90°-Néel wall has been determined to 15.000 m/s.rn