APS Logo

Ultralong 100 ns Spin Relaxation Time in Graphite at Room Temperature

POSTER

Abstract

The emergence of spintronics technology is the driving motivation for understanding spin dynamics in 2D materials. Graphite, which has recently relaunched the interest for 2D materials, has been intensively studied, yet the electron spins dynamics remains an unresolved problem even 70 years after the first experiments. The central quantities, the longitudinal T1 and transverse T2 relaxation times were postulated as equals, which is the case for standard metals, but T1 has never been measured for graphite. Here, based on a detailed band structure calculation included spin-orbit coupling (SOC), we give a full description of the relaxation times. We have measured the T1 in graphite by saturation ESR measurements and find it markedly different from T2. We observe that spins injected with perpendicular polarization with respect to the graphene plane have an extraordinarily long lifetime of 100 ns at room temperature. The spin diffusion length across graphite planes is thus expected to be ultralong, on the scale of 70 um, suggesting that thin films of graphite --- or multilayer AB graphene stacks --- can be excellent platforms for spintronics applications compatible with 2D van der Waals technologies. Finally, we provide a qualitative account of the observed spin relaxation based on the anisotropic spin admixture of the Bloch states in graphite obtained from DFT calculations.

Presenters

  • Bence G Markus

    University of Notre Dame

Authors

  • Bence G Markus

    University of Notre Dame

  • Martin Gmitra

    University of Kosice, Pavol Jozef Safarik University in Kosice, Pavol Jozef Šafárik University in Košice

  • Balázs Dóra

    Budapest University of Technology and Economics

  • Gábor Csosz

    Budapest University of Technology and Economics

  • Titusz Fehér

    Budapest University of Technology and Economics

  • Péter Szirmai

    Ecole Polytechnique Federale de Lausanne

  • Bálint Náfrádi

    Ecole Polytechnique Federale de Lausanne

  • Viktor Zólyomi

    STFC Hartree Centre

  • László Forró

    University of Notre Dame

  • Jaroslav Fabian

    University of Regensburg

  • Simon Ferenc

    Budapest University of Technology and Economics