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Topological-insulator-based terahertz modulator

Scientific Reports · 2017 · Vol. 7(1) · pp. 13486–13486
Xinbo WangLiang ChengYang WuDapeng ZhuLan WangJian‐Xin ZhuHyunsoo YangElbert E. M. Chia

Abstract

Three dimensional topological insulators, as a new phase of quantum matters, are characterized by an insulating gap in the bulk and a metallic state on the surface. Particularly, most of the topological insulators have narrow band gaps, and hence have promising applications in the area of terahertz optoelectronics. In this work, we experimentally demonstrate an electronically-tunable terahertz intensity modulator based on Bi<sub>1:5</sub>Sb<sub>0:5</sub>Te<sub>1:8</sub>Se<sub>1:2</sub> single crystal, one of the most insulating topological insulators. A relative frequency-independent modulation depth of ~62% over a wide frequency range from 0.3 to 1.4 THz has been achieved at room temperature, by applying a bias current of 100 mA. The modulation in the low current regime can be further enhanced at low temperature. We propose that the extraordinarily large modulation is a consequence of thermally-activated carrier absorption in the semiconducting bulk states. Our work provides a new application of topological insulators for terahertz technology.

Topological Materials and PhenomenaTerahertz technology and applicationsMetamaterials and Metasurfaces ApplicationsTerahertz radiationTopological insulatorMaterials scienceModulation (music)OptoelectronicsBand gapSurface statesTopology (electrical circuits)PhysicsCondensed matter physics

Funding

  • U.S. Department of Energy
  • Center for Integrated Nanotechnologies
  • Ministry of Education, India
  • National Nuclear Security Administration
  • Basic Energy Sciences
  • Los Alamos National Laboratory
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References
Cutting-edge terahertz technology
Nature Photonics · 2007 · 6,109 citations
Mid-infrared photonics in silicon and germanium
Nature Photonics · 2010 · 1,432 citations
Topological insulators and superconductors
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Nature Materials · 2002 · 3,190 citations
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Reviews of Modern Physics · 2010 · 19,378 citations
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