Quantum statistical model for superconducting phase in graphene and nanotubes

TL;DR

This paper introduces a quantum statistical model that explains the possibility of superconductivity at extremely high temperatures in graphene and nanotubes, aligning with experimental observations of high critical temperatures.

Contribution

It presents a novel quantum statistical theory that supports the existence of superconductivity at 1275 K in multiwalled nanotubes, providing a theoretical basis for these experimental findings.

Findings

Supports superconductivity at 1275 K in nanotubes

Provides a quantum statistical framework for high-temperature superconductivity

Aligns with experimental reports by Zhao and Beeli

Abstract

A quantum statistical theory is presented, supporting a superconducting state of an ultrahigh critical temperature (1275 K) in the multiwalled nanotubes reported by Zhao and Beeli [Phys. Rev. B 77, 245433 (2008)].