Researchers from Utrecht University and the University of Twente have probed the limits of topological insulation. Making ever-thinner nanoribbons of germanene, the germanium equivalent of the 2D material graphene, they observed that the material stopped being a 2D topological insulator at a width of about 2 nanometers, forming a 1D topological insulator at the edges instead. This insight could be useful for quantum computing and the next generation of low-energy electronics.
Two-dimensional topological insulators like germanene are insulating in their interior but have conductive edges, where electricity flows without resistance. This prompts a simple question: what happens when strips of germanene get narrower? Ultimately, a one-dimensional line would result, but does that coincide with a single line of atoms? Or do the topological properties disappear sooner, when the ribbon is still multiple atoms wide?
The researchers found that the nanoribbons maintain their topological edge states down to a critical width of about two nanometers. Below this width, the edge states disappear and new quantum states localized at the ends of the nanoribbons emerge. These bear a resemblance to a 1D topological insulator.
The end states are very stable against defects and other local impurities. This makes them perfect for use in quantum applications, for example in the development of error-resistant qubits, similar to the famous Majorana particle. Alternatively, the research has produced a fabrication procedure that allows for creating dense arrays of topological edge states where current could flow without dissipation, fulfilling a major requirement for low-energy electronics.
