# Scaling of graphene field-effect transistors supported on hexagonal   boron nitride: radio-frequency stability as a limiting factor

**Authors:** Pedro C. Feijoo, Francisco Pasadas, Jos\'e M. Iglesias, Mar\'ia J., Mart\'in, Ra\'ul Rengel, Changfeng Li, Wonjae Kim, Juha Riikonen, Harri, Lipsanen, David Jim\'enez

arXiv: 1705.00542 · 2020-09-18

## TL;DR

This study investigates the potential of graphene FETs on hexagonal boron nitride for RF applications, revealing that stability issues limit performance improvements despite promising high-frequency capabilities.

## Contribution

It combines Monte Carlo and drift-diffusion simulations to analyze RF performance and stability limits of scaled graphene FETs on hBN, validated by experimental data.

## Key findings

- RF performance improvement is limited by instability.
- Bias point selection can mitigate instability.
- THz frequency operation is feasible at short channel lengths.

## Abstract

The quality of graphene in nanodevices has increased hugely thanks to the use of hexagonal boron nitride as a supporting layer. This paper studies to which extent hBN together with channel length scaling can be exploited in graphene field effect transistors (GFETs) to get a competitive radio frequency (RF) performance. Carrier mobility and saturation velocity were obtained from an ensemble Monte Carlo simulator that accounted for the relevant scattering mechanisms (intrinsic phonons, scattering with impurities and defects, etc.). This information is fed into a self consistent simulator, which solves the drift diffusion equation coupled with the two dimensional Poisson's equation to take full account of short channel effects. Simulated GFET characteristics were benchmarked against experimental data from our fabricated devices. Our simulations show that scalability is supposed to bring to RF performance an improvement that is, however, highly limited by instability. Despite the possibility of a lower performance, a careful choice of the bias point can avoid instability. Nevertheless, maximum oscillation frequencies are still achievable in the THz region for channel lengths of a few hundreds of nanometers.

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Source: https://tomesphere.com/paper/1705.00542