Breaking Peierls theorem in polyacetylene chains via topological design
Xinnan Peng, Marco Lozano, Jie Su, Lulu Wang, Diego Soler-Polo, Thomas Tuloup, Junting Wang, Shaotang Song, Ming Wah Wong, Jiangbin Gong, Junzhi Liu, Franz J Giessibl, Pavel Jel\'inek, Jiong Lu

TL;DR
This paper demonstrates that by engineering the lattice topology of polyacetylene chains connected to nanographene terminals, the Peierls transition can be suppressed, enabling the realization of quasi-1D metallic and unconventional quantum phases in organic materials.
Contribution
The study introduces a topology-based method to suppress the Peierls transition in polyacetylene chains, allowing for the emergence of metallic and quantum phases previously hindered by lattice distortion.
Findings
Suppression of bond length alternation in engineered chains
Formation of boundary-free resonance states
Reestablishment of quasi-1D metallic character
Abstract
Peierls theorem postulates that a one-dimensional (1D) metallic chain must undergo a metal-to-insulator transition via lattice distortion, resulting in bond length alternation (BLA) within the chain. The validity of this theorem has been repeatedly proven in practice, as evidenced by the absence of a metallic phase in low-dimensional atomic lattices and electronic crystals, including conjugated polymers, artificial 1D quantum nanowires, and anisotropic inorganic crystals. Overcoming this transition enables realizing long-sought organic quantum phases of matter, including 1D synthetic organic metals and even high-temperature organic superconductors. Herein, we demonstrate that the Peierls transition can be globally suppressed by employing lattice topology engineering of classic trans-polyacetylene chains connected to open-shell nanographene terminals. The appropriate topology connection…
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Taxonomy
TopicsTopological Materials and Phenomena · 2D Materials and Applications · Thermal properties of materials
