【個別戦略構築】飛翔生物の自由飛行仮想 (数値解析) 環境構築とバイオミメティクスへの展開

[Problem Solving Strategy] Construction of a Virtual (numerical analysis) Free-Flying Environment for Flying Organisms and Its Application to Biomimetics

研究概要

背景・動機：

 

共同研究者・共同研究機関

  • 九州工業大学 石原大輔研究室

関連プロジェクト

関連論文

  • 馬込望, 三目直登. B-spline 関数を導入した高精度重合メッシュ法, 日本計算工学会論文集, Vol.2022, p. 20220015, 2022.
  • N. Magome, N. Morita, S. Kaneko, N. Mitsume. Higher continuity s-version of finite element method with B-spline functions, Journal of Computational Physics, Vol.497, p.112593, 2024.
  • 馬込望, 森田直樹, 三目直登. グラフ構造に基づく B-spline 重合メッシュ法の領域分割型並列解析, 日本計算工学会論文集, Vol.2024, p. 20241001, 2024.

Research Overview

Background and Motivation

Collaborators

  • Prof. Daisuke Ishihara, Kyushu Institute of Technology, Japan

Related Papers

  • N. Magome, N. Mitsume. An Accurate S-Version of Finite Element Method Using B-spline Function, Transaction of JSCES, Vol.2022, p. 20220015, 2022. (in Japanese)
  • N. Magome, N. Morita, S. Kaneko, N. Mitsume. Higher continuity s-version of finite element method with B-spline functions, Journal of Computational Physics, Vol.497, p.112593, 2024.
  • N. Magome, N. Morita, N. Mitsume. Parallel Analysis Using Graph Based Domain Decomposition for B-spline S-version of Finite Element Method, Transaction of JSCES, Vol.2024, p. 20241001, 2024.(in Japanese)