(Invited) Giant Molecular Nanoribbons
Authors: Mateo-Alonso Aurelio 
Published: September 2023

In the last years, chemists have devoted significant efforts to the synthesis of increasingly larger molecular structures that push boundaries of the molecular world into the nanoscale. Among these structures, molecular nanoribbons have received considerable both as synthetic challenges and as a unique platform to develop new materials because the nanoribbon structure dominates the optical, electronic, electrical, and magnetic properties.

In these terms, we have introduced several approaches to prepare molecular graphene nanoribbons and nanographenes that reach dimensions (12.9 nm in length and 322 sp2 atoms in the aromatic core) that exceed both the largest lengths reported for molecular nanoribbons and the largest aromatic cores reported for nanographenes.[1-6] The most recent advances in the synthesis of such giant molecular nanoribbons will be discussed.

<jats:uri xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="data:image/png;base64,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" xlink:type="simple"/>

References

[1] D. Cortizo-Lacalle, J. P. Mora-Fuentes, K. Strutyński, A. Saeki, M. Melle-Franco and A. Mateo-Alonso Angew. Chem. Int. Ed. 57 (2018) 703.

[2] J.P. Mora-Fuentes, A. Riaño, D. Cortizo-Lacalle, A. Saeki, M. Melle-Franco, A. Mateo-Alonso Angew. Chem. Int. Ed. 58 (2019) 552.

[3] R. K. Dubey, M. Melle-Franco, and A. Mateo-Alonso J. Am. Chem. Soc. 143 (2021) 6593.

[4] R. K. Dubey, M. Melle-Franco, and A. Mateo-Alonso J. Am. Chem. Soc. 144 (2022) 2765.

[5] F. Hernández-Culebras, M. Melle-Franco, and A. Mateo-AlonsoAngew. Chem. Int. Ed. 61 (2022), e202205018.

[6] M. Martínez-Abadía, R. K. Dubey, M. Fernández, M. Martín-Arroyo, R. Aguirresarobe, A. Saeki, and A. Mateo-Alonso Chem. Sci. 13 (2022), 10773-10778.

<jats:inline-graphic xmlns:xlink="http://www.w3.org/1999/xlink" xlink:href="data:image/png;base64,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" xlink:type="simple"/>

Figure 1