Condensed matter theory with first-principles calculations

We conduct research on electronic states governing material properties microscopically by first-principles electronic-structure theory on the basis of quantum mechanics and statistical physics. We perform large-scale computations on world-class supercomputers such as TSUBAME of Tokyo Tech, the K Computer of RIKEN, and supercomuters of ISSP to deepen the fundamental understanding of novel material properties as well as to design new materials in a computer. Our targets include microstructure interfaces of hard-magnetic materials and nanostructures relevant for nano-science. We also develop theoretical methods to improve present-day frameworks in electron theory of materials.

Explanations in this page are for non-experts in materials science and condensed matter physics. See pdf files above and publication list for more details. Our research is computational materials science based on quantum mechanics. If you consider to join our group and have never read J.J. Sakurai, Modern Quantum Mechanics, just read it. If you understand Japanese, you might take a look at group descriptions in pdf.

Materials design

Y. Gohda et al.
"Two-dimensional intrinsic ferromagnetism at nitride-boride interfaces"
Phys. Rev. Lett. 106, 047201 (2011)

You can create a new material in a computer by specifying the number of atoms with specific atomic nubmer. The optimum arrangement of atoms and the kind of the crystalographic periodicity are obtained as the results of first-principles calculations on the basis of density funcitonal theory (Nobel Prize 1998).

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Physics of nanostructures

Y. Gohda et al.
"Structural phase transition of graphene caused by GaN epitaxy"
Appl. Phys. Lett. 100, 053111 (2012)

Nanostructures are important in future nanoelectronics. Their novel properties are unpredictable from those of bulk crystals motivating us to explore. Our interest includes graphene (Nobel Prize 2010), silicene (analogue of graphene consisting of silicon instead of carbon), surfaces and interfaces of topological insulators, interfaces of energy critical materials, etc.

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New methodologies

Z. Torbatian et al.
"Strain effects on the magnetic anisotropy of Y₂Fe₁₄B examined by first-principles calculations"
Appl. Phys. Lett. 104, 242403 (2014)

New methodologies will be developed, if conventional methods are not applicable for phenomena of interest.

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Spin-orbit coupling

T. Tanaka and Y. Gohda
"First-principles prediction of one-dimensional giant Rashba splittings in Bi-adsorbed In atomic chains"
Phys. Rev. B 98, 241409(R) (2018)

Quantum states have the spin-degree of freedom and the orbital-degree of freedom. Their couplings emerge due to effects described by relativistic theory, which are of our current interest.

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