日本語
 
Help Privacy Policy ポリシー/免責事項
  詳細検索ブラウズ

アイテム詳細

  Weakly and strongly coupled Belousov-Zhabotinsky patterns

Weiß, S., & Deegan, R. D. (2017). Weakly and strongly coupled Belousov-Zhabotinsky patterns. Physical Review E, 95(2):. doi:10.1103/PhysRevE.95.022215.

Item is

基本情報

表示: 非表示:
資料種別: 学術論文

ファイル

表示: ファイル

関連URL

表示:

作成者

表示:
非表示:
 作成者:
Weiß, Stefan1, 著者           
Deegan, R. D., 著者
所属:
1Research Group Clusterdynamik, Max Planck Institute for Dynamics and Self-Organization, Max Planck Society, ou_2063296              

内容説明

表示:
非表示:
キーワード: -
 要旨: We investigate experimentally and numerically the synchronization of two-dimensional spiral wave patterns in the Belousov-Zhabotinsky reaction due to point-to-point coupling of two separate domains. Different synchronization modalities appear depending on the coupling strength and the initial patterns in each domain. The behavior as a function of the coupling strength falls into two qualitatively different regimes. The weakly coupled regime is characterized by inter-domain interactions that distorted but do not break wave fronts. Under weak coupling, spiral cores are pushed around by wave fronts in the other domain, resulting in an effective interaction between cores in opposite domains. In the case where each domain initially contains a single spiral, the cores form a bound pair and orbit each other at quantized distances. When the starting patterns consist of multiple randomly positioned spiral cores, the number of cores decreases with time until all that remains are a few cores that are synchronized with a partner in the other domain. The strongly coupled regime is characterized by interdomain interactions that break wave fronts. As a result, the wave patterns in both domains become identical.

資料詳細

表示:
非表示:
言語: eng - English
 日付: 2017-02-242017-02
 出版の状態: 出版
 ページ: -
 出版情報: -
 目次: -
 査読: 査読あり
 識別子(DOI, ISBNなど): DOI: 10.1103/PhysRevE.95.022215
 学位: -

関連イベント

表示:

訴訟

表示:

Project information

表示:

出版物 1

表示:
非表示:
出版物名: Physical Review E
種別: 学術雑誌
 著者・編者:
所属:
出版社, 出版地: -
ページ: 11 巻号: 95 (2) 通巻号: 022215 開始・終了ページ: - 識別子(ISBN, ISSN, DOIなど): -