Abstract

An application-expected ideal two-dimensional Rashba electron gas, i.e., nearly all the conduction electrons occupy the Rashba bands, is crucial for semiconductor spintronic applications. We demonstrate that such an ideal two-dimensional Rashba electron gas with a large Rashba splitting can be realized in a topological insulator Bi2Se3 ultrathin film grown on a transition metal dichalcogenides MoTe2 substrate through first-principle calculations. Our results show the Rashba bands exclusively over a very large energy interval of about 0.6 eV around the Fermi level within the MoTe2 semiconducting gap. Such a wide-range ideal two-dimensional Rashba electron gas with a large spin splitting, which is desirable for real devices utilizing the Rashba effect, has never been found before. Due to the strong spin–orbit coupling, the strength of the Rashba splitting is comparable with that of the heavy-metal surfaces such as Au and Bi surfaces, giving rise to a spin precession length as small as ~10 nm. The maximum in-plane spin polarization of the inner (outer) Rashba band near the Γ point is about 70% (60%). The room-temperature coherence length is at least several times longer than the spin precession length, providing good coherency through the spin processing devices. The wide energy window for ideal Rashba bands, small spin precession length, as well as long spin coherence length in this two-dimensional topological insulator/transition metal dichalcogenides heterostructure pave the way for realizing an ultrathin nano-scale spintronic device such as the Datta–Das spin transistor at room-temperature.

Highlights

  • The idea of spin field-effect transistor (SFET) proposed by Datta and Das[1] opens up a route to spin information processing.[2]

  • In a heterojunction without reflection symmetry with respect to the operation z→−z, z is parallel to the interface normal, the spin–orbit coupling term can be expressed as HR = aR (k × ^z)·σ, where σ is the Pauli matrix vector and αR is the Rashba parameter representing the strength of the Rashba effect

  • For the ideal 2DEG model, the Rashba bands (RBs) are perfectly parabolic as shown in Eq (1)

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Summary

INTRODUCTION

The idea of spin field-effect transistor (SFET) proposed by Datta and Das[1] opens up a route to spin information processing.[2]. Bi2Se3/nTL-MoTe2, n = 1–4, heterostructures, which exhibit the heavy-metal surfaces such as Au and Bi surfaces, giving rise to a features of ideal 2D REG and large Rashba splittings. This shows spin precession length as small as 10 nm. Similar behavior is expected in different ultrathin TI/TMD heterostructures, providing high flexibility for real applications

RESULTS AND DISCUSSION
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METHODS
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