Abstract

The interplay between ferromagnetism and topological properties of electronic band structures leads to a precise quantization of Hall resistance without any external magnetic field. This so-called quantum anomalous Hall effect (QAHE) is born out of topological correlations, and is oblivious of low-sample quality. It was envisioned to lead towards dissipation-less and topologically protected electronics. However, no clear framework of how to design such an electronic device out of it exists. Here we construct an ultra-low power, non-volatile, cryogenic memory architecture leveraging the QAHE phenomenon. Our design promises orders of magnitude lower cell area compared with the state-of-the-art cryogenic memory technologies. We harness the fundamentally quantized Hall resistance levels in moiré graphene heterostructures to store non-volatile binary bits (1, 0). We perform the memory write operation through controlled hysteretic switching between the quantized Hall states, using nano-ampere level currents with opposite polarities. The non-destructive read operation is performed by sensing the polarity of the transverse Hall voltage using a separate pair of terminals. We custom design the memory architecture with a novel sensing mechanism to avoid accidental data corruption, ensure highest memory density and minimize array leakage power. Our design provides a pathway towards realizing topologically protected memory devices.

Highlights

  • The interplay between ferromagnetism and topological properties of electronic band structures leads to a precise quantization of Hall resistance without any external magnetic field

  • To design our memory cell, we use the intrinsic quantum anomalous Hall effect (QAHE) reported in a twisted bilayer graphene on hexagonal boron nitride moiré heterostructure, where the quantization of Hall resistance persists at temperatures as high as 6 ­K1

  • Our cryogenic memory framework is transferable to the material structures that exhibit current-controlled switching of QAH states

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Summary

Introduction

The interplay between ferromagnetism and topological properties of electronic band structures leads to a precise quantization of Hall resistance without any external magnetic field This so-called quantum anomalous Hall effect (QAHE) is born out of topological correlations, and is oblivious of low-sample quality. The experimental fingerprint of QAHE is straightforward: The Hall resistance is quantized to h/ve[2] (where ν, the so-called Chern number, is an integer that depends on the topological properties of the band structure) at zero magnetic field Such simple and universal values stem from the current being carried by lossless edge channels which require neither high electron ­mobility[11,12] nor external magnetic fields. We utilize the quantization of Hall resistance in QAHE to design a memory cell and construct a 3D cross-point memory array capable of efficient read and write operations

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