Aberration-corrected transmission electron microscopy of a non-graphitizing carbon

Author:

Allen Christopher S.12,Ghamouss Fouad34,Boujibar Ouassim3,Harris Peter J. F.5ORCID

Affiliation:

1. Electron Physical Science Imaging Centre, Diamond Light Source Ltd., OX11 0DE, UK

2. Department of Materials, University of Oxford, OX1 3PH, UK

3. PCM2E, EA 6299 Université de Tours, Parc de Grandmont, 37200 Tours, France

4. Materials Science and Nano-Engineering Department, Mohammed VI Polytechnic University, Hay Moulay Rachid, 43150 Ben Guerir, Morocco

5. Electron Microscopy Laboratory, University of Reading, JJ Thomson Building, Whiteknights, Reading RG6 6AF, UK

Abstract

Non-graphitizing carbons (NGCs) are an important class of solid carbons which cannot be converted into graphite by high-temperature heat treatment. They include commercially valuable materials such as activated carbon and glassy carbon. These carbons have been intensively studied for decades, but there is still no agreement about their detailed atomic structure, or the reasons for their resistance to graphitization. The first models for graphitizing and NGCs were proposed by Rosalind Franklin in the early 1950s, and while these are broadly correct, they are incomplete. Many alternative models of NGCs have been put forward since Franklin's time, but none has received universal acceptance. Diffraction and spectroscopic techniques can provide important insights into the nature of these carbons, but only direct microscopic imaging can reveal their true atomic structure. Here, we apply aberration-corrected transmission electron microscopy to an activated carbon prepared from waste biomass and present evidence for the presence of pentagonal and heptagonal carbon rings. This provides support for a model of the structure of NGC made up of curved fragments in which non-hexagonal rings are dispersed randomly throughout hexagonal networks.

Funder

Diamond Light Source

Publisher

The Royal Society

Subject

General Physics and Astronomy,General Engineering,General Mathematics

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