Geometrical nonlinear responses: shift current and nonreciprocal current
September 18 (Fri), 2020
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    Venue

    Online

    Period

    September 18(Fri.), 2020 / 14:00 - 15:00(KST)

    Abstract

    We introduce the notion of combinato. The responses of materials to strong electric fields, i.e., nonlinear optical responses and nonlinear trnsport, constitute a vast field of physics and engineering. While geometry and topology has been playing a central role in recent studies of condensed matter, geometrical aspects of nonlinear responses have not been fully explored so far. In this talk, I will show a few exmple of geometrical nonlinear responses. First, I will explain that the second-order nonlinear optical effect, the shift-current, has a close relationship to the modern theory of polarization, and is described by the Berry connection of Bloch wave function. I present how electron correlations can enhance/modify shift current response inversion broken materials such as magnets. Next, I show that nonlinear transport in tunneling problems (Landau-Zener tunneling) leads to direction-dependent current response, i.e., nonreciprocal current, which is also governed by Berry phase.

    Invited Speaker
    Prof. Takahiro Morimoto (The University of Tokyo)

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    Gil Young Cho (POSTECH)


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