論文 Strong-coupling theory of bilayer plasmon excitations

Hiroyuki Yamase SAMURAI ORCID ; Luciano Zinni ORCID ; Matías Bejas ORCID ; Andrés Greco ORCID

コレクション

引用
Hiroyuki Yamase, Luciano Zinni, Matías Bejas, Andrés Greco. Strong-coupling theory of bilayer plasmon excitations. Physical Review B. 2026, 113 (4), 045129. https://doi.org/10.1103/c6qd-b9by

説明:

(abstract)

Recently plasmon excitations in bilayer lattice systems were studied extensively in the weak-coupling regime. Unlike single-layer systems, these bilayers exhibit two distinct modes, omega_{pm}, which show characteristic dependences upon the momentum and hopping integrals along the z direction. To apply them to cuprates, strong correlation effects should be considered, but a comprehensive analysis has not yet been investigated. In this work, we present a strong-coupling theory to analyze the charge dynamics of a bilayer system, utilizing the t-J-V model, which includes the long-range Coulomb interaction, V, on a lattice. Although our theoretical framework is fundamentally different from the weak-coupling approach, we find that resulting plasmon excitations are similar to those of a weak-coupling theory. A key distinction is that our strong-coupling framework reveals a noticeable suppression of particle-hole excitations, which allows the plasmon modes to remain well-defined over a wider region of momentum. We suggest that the experimentally reported plasmon excitations in Y-based cuprates can be described by the omega_{-} mode, although we call for more systematic experiments to verify this.

権利情報:

キーワード: plasmons, bilayer systems, charge excitations, t-J model, high-temperature superconductors , cuprates

刊行年月日: 2026-01-16

出版者: American Physical Society (APS)

掲載誌:

  • Physical Review B (ISSN: 24699950) vol. 113 issue. 4 045129

研究助成金:

  • Ministry of Education, Culture, Sports, Science and Technology (WPI)

原稿種別: 著者最終稿 (Accepted manuscript)

MDR DOI: https://doi.org/10.48505/nims.6145

公開URL: https://doi.org/10.1103/c6qd-b9by

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更新時刻: 2026-01-19 13:01:20 +0900

MDRでの公開時刻: 2026-01-19 16:22:40 +0900

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