物理学科

Udagawa Masafumi

  (宇田川 将文)

Profile Information

Affiliation
Gakushuin University

Researcher number
80431790
J-GLOBAL ID
201601016041488112
researchmap Member ID
B000265693

Papers

 35
  • Masafumi Udagawa, Ludovic D. C. Jaubert, Claudio Castelnovo, Roderich Moessner
    Mar 9, 2016  
    We study the interplay of topological bottlenecks and energetic barriers to<br /> equilibration in a Coulomb spin liquid where a short-range energetic coupling<br /> between defects charged under an emergent gauge field supplements their<br /> entropic long-range Coulomb interaction. This work is motivated by the<br /> prevalence of memory effects observed across a wide range of geometrically<br /> frustrated magnetic materials, possibly including the spontaneous Hall effect<br /> observed in Pr2Ir2O7. Our model is canonical spin-ice model on the pyrochlore<br /> lattice, where farther-neighbour spin couplings give rise to a nearest-neighbor<br /> interaction between topological defects which can easily be chosen to be<br /> unnatural or not, i.e. attractive or repulsive between defects of equal gauge<br /> charge. Among the novel features of this model are the following. After<br /> applying a field quench, a rich dynamical approach to equilibrium emerges,<br /> dominated by multi-scale energy barriers responsible for long-lived<br /> magnetization plateaux. These even allow for the metastability of a<br /> &quot;fragmented&quot; spin liquid, an elusive regime where partial order co-exists with<br /> a spin liquid. Perhaps most strikingly, the attraction produces clusters of<br /> defects whose stability is due to a combination of energetic barriers for their<br /> break-up and proximity of opposite charges along with an entropic barrier<br /> generated by the topological requirement of annihilating a defect only together<br /> with an oppositely charged counterpart. These clusters may take the form of a<br /> &quot;jellyfish&quot; spin texture, comprising an arrangement of same-sign gauge-charges,<br /> centered on a hexagonal ring with branches of arbitrary length. The ring<br /> carries a clockwise or counterclockwise circular flow of magnetisation. This<br /> emergent toroidal degrees of freedom provides a possibility for time reversal<br /> symmetry breaking with possible relevance to the spontaneous Hall effect<br /> observed in Pr2Ir2O7.
  • Masafumi Udagawa, Yukitoshi Motome
    JOURNAL OF STATISTICAL MECHANICS-THEORY AND EXPERIMENT, Jan, 2015  
  • Joji Nasu, Masafumi Udagawa, Yukitoshi Motome
    INTERNATIONAL CONFERENCE ON STRONGLY CORRELATED ELECTRON SYSTEMS 2014 (SCES2014), 592, 2015  
  • Ryo Ozawa, Masafumi Udagawa, Yutaka Akagi, Yukitoshi Motome
    INTERNATIONAL CONFERENCE ON STRONGLY CORRELATED ELECTRON SYSTEMS 2014 (SCES2014), 592, 2015  

Misc.

 50
  • Tomohiro Yoshida, Masafumi Udagawa
    PHYSICAL REVIEW B, 94(6), Aug, 2016  
  • 寺澤大樹, 大西隆史, 山下卓也, 常盤欣文, 宇田川将文, 木村健太, HALIM Mario, 中辻知, 寺嶋孝仁, 芝内孝禎, 松田祐司
    日本物理学会講演概要集(CD-ROM), 71(1) ROMBUNNO.21PAU-9, Mar 22, 2016  
  • 吉田智大, 宇田川将文
    日本物理学会講演概要集(CD-ROM), 71(1) ROMBUNNO.21PBA-12, Mar 22, 2016  
  • 宇田川将文
    日本物理学会講演概要集(CD-ROM), 71(1) ROMBUNNO.19PAU-5, Mar 22, 2016  
  • 那須譲治, 宇田川将文, 求幸年
    日本物理学会誌, 70(10) 776-781, Oct 5, 2015  
    The Kitaev model has recently attracted considerable attention in broad areas of research owing to the topological nature and quantum spin-liquid (QSL) ground states. This is defined on a honeycomb lattice, and is exactly solvable due to the Ising conserved quantities on each hexagon. In this study, we investigate the thermodynamics of a three-dimensional extension of the Kitaev model defined on a hyperhoneycomb lattice. This model can be rewritten as a free Majorana fermion system coupled with Ising variables. Using this representation, we have performed the Monte Carlo simulation and analyzed the thermodynamic properties. We find that the model exhibits a finite-temperature phase transition between the QSLs and paramagnet in the whole parameter range. This result indicates that the QSL phases at low temperatures are always distinguished from the high-temperature paramagnet by a phase transition. We also find that the difference between QSL and paramagnet comes from the topological nature of the excitations.