Alexander A. Tsirlin
University of Augsburg
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Featured researches published by Alexander A. Tsirlin.
Nature Communications | 2014
O. Janson; Ioannis Rousochatzakis; Alexander A. Tsirlin; M. Belesi; Andrei Leonov; U. K. Rößler; Jeroen van den Brink; H. Rosner
The Skyrme-particle, the skyrmion, was introduced over half a century ago in the context of dense nuclear matter. But with skyrmions being mathematical objects--special types of topological solitons--they can emerge in much broader contexts. Recently skyrmions were observed in helimagnets, forming nanoscale spin-textures. Extending over length scales much larger than the interatomic spacing, they behave as large, classical objects, yet deep inside they are of quantum nature. Penetrating into their microscopic roots requires a multi-scale approach, spanning the full quantum to classical domain. Here, we achieve this for the first time in the skyrmionic Mott insulator Cu2OSeO3. We show that its magnetic building blocks are strongly fluctuating Cu4 tetrahedra, spawning a continuum theory that culminates in 51 nm large skyrmions, in striking agreement with experiment. One of the further predictions that ensues is the temperature-dependent decay of skyrmions into half-skyrmions.
Physical Review Letters | 2013
Huiyang Gou; Natalia Dubrovinskaia; Elena Bykova; Alexander A. Tsirlin; Deepa Kasinathan; Walter Schnelle; A. Richter; Marco Merlini; Michael Hanfland; Artem M. Abakumov; Dmitry Batuk; Gustaaf Van Tendeloo; Yoichi Nakajima; Aleksey N. Kolmogorov; Leonid Dubrovinsky
Single crystals of novel orthorhombic (space group Pnnm) iron tetraboride FeB4 were synthesized at pressures above 8 GPa and high temperatures. Magnetic susceptibility and heat capacity measurements demonstrate bulk superconductivity below 2.9 K. The putative isotope effect on the superconducting critical temperature and the analysis of specific heat data indicate that the superconductivity in FeB4 is likely phonon mediated, which is rare for Fe-based superconductors. The discovered iron tetraboride is highly incompressible and has the nanoindentation hardness of 62(5) GPa; thus, it opens a new class of highly desirable materials combining advanced mechanical properties and superconductivity.
Angewandte Chemie | 2013
Sergey V. Ovsyannikov; Artem M. Abakumov; Alexander A. Tsirlin; Walter Schnelle; Ricardo Egoavil; Jo Verbeeck; Gustaaf Van Tendeloo; Konstantin Glazyrin; Michael Hanfland; Leonid Dubrovinsky
Among complex oxides, perovskite-based manganites play a special role in science and technology. They demonstrate colossal magnetoresistance, and can be employed as memory and resistive switching elements or multiferroics. The perovskite structure ABO3 has two different cation sites: B-sites that are octahedrally coordinated by oxygen, and cuboctahedrally-coordinated (often heavily distorted) Asites. The magnetic and transport properties of perovskite manganites are largely determined by the Mn O Mn interactions in the perovskite framework of corner-sharing MnO6 octahedra. Although the A cations do not directly participate in these interactions, they control the Mn valence and the geometry of the Mn O Mn bonds. Complex phenomena, such as charge and orbital ordering, often accompany chemical substitutions on the A-site. Requirements on formal charge and ionic radius are usually different for cations adopting theA or B positions and prevent A/B mixing. Small and often highly charged transition-metal B-cations are unfavorable for the large 12coordinated A-site. Partial filling of the A-position with transition metals is, nevertheless, possible in a unique class of A-site ordered perovskites AA’3B4O12 (where A= alkali, alkali-earth, rare-earth, Pb, or Bi cations, A’=Cu or Mn, and B= transition metals, Ga, Ge, Sb, or Sn). A key ingredient of such compounds is the A’ cation that should be prone to a first-order Jahn–Teller effect (Cu or Mn). An oxygen environment suitable for such transition-metal cations at the A’ position is created by the aaa octahedral tilt system (in Glazer s notation) with a notably large magnitude of the tilt (for example, in CaCu3Ti4O12 the Ti O Ti bond angle is only 140.78). The tilt creates a square-planar anion coordination, favorable for Jahn–Teller-active A’ cations. The ap= ffiffiffi
Physical Review B | 2012
Cevriye Koz; Sahana Rößler; Alexander A. Tsirlin; Deepa Kasinathan; Carina Börrnert; M. Hanfland; H. Rosner; S. Wirth; Ulrich Schwarz
We report the effects of hydrostatic pressure on the temperature-induced phase transitions in Fe1.08Te in the pressure range 0-3 GPa using synchrotron powder x-ray diffraction (XRD). The results reveal a plethora of phase transitions. At ambient pressure, Fe1.08Te undergoes simultaneous first-order structural symmetry-breaking and magnetic phase transitions, namely from the paramagnetic tetragonal (P4/nmm) to the antiferromagnetic monoclinic (P2_1/m) phase. We show that, at a pressure of 1.33 GPa, the low temperature structure adopts an orthorhombic symmetry. More importantly, for pressures of 2.29 GPa and higher, a symmetry-conserving tetragonal-tetragonal phase transition has been identified from a change in the c/a ratio of the lattice parameters. The succession of different pressure and temperature-induced structural and magnetic phases indicates the presence of strong magneto-elastic coupling effects in this material.
Physical Review B | 2015
M. Majumder; Marcus Schmidt; H. Rosner; Alexander A. Tsirlin; H. Yasuoka; M. Baenitz
Hexagonal
Journal of Physics: Condensed Matter | 2017
Stephen M. Winter; Alexander A. Tsirlin; M. Daghofer; Jeroen van den Brink; Yogesh Singh; Philipp Gegenwart; Roser Valenti
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Journal of the American Chemical Society | 2011
Anantharamulu Navulla; Alexander A. Tsirlin; Artem M. Abakumov; Roman V. Shpanchenko; Haitao Zhang; Evgeny V. Dikarev
-Ru trichloride single crystals exhibit a strong magnetic anisotropy and we show that upon applying fields up to 14 T in the honeycomb plane the successive magnetic order at
Physical Review B | 2008
R. Nath; Alexander A. Tsirlin; H. Rosner; C. Geibel
{T}_{1}=14\phantom{\rule{0.28em}{0ex}}\mathrm{K}
Physical Review B | 2014
Huiyang Gou; Alexander A. Tsirlin; Elena Bykova; Artem M. Abakumov; Gustaaf Van Tendeloo; A. Richter; Sergey V. Ovsyannikov; Alexander Kurnosov; Dmytro M. Trots; Zuzana Konôpková; Hans-Peter Liermann; Leonid Dubrovinsky; Natalia Dubrovinskaia
and
Physical Review B | 2014
A. A. Gippius; V.Yu. Verchenko; A.V. Tkachev; N.E. Gervits; C. S. Lue; Alexander A. Tsirlin; N. Büttgen; W. Krätschmer; M. Baenitz; Michael Shatruk; Andrei V. Shevelkov
{T}_{2}=8\phantom{\rule{0.28em}{0ex}}\mathrm{K}