Geometrical Nonlinear Analysis of Thin-plate Structure using Particle Method

DOI Web Site 15 References
  • 貞本 将太
    広島大学　大学院工学研究科　輸送・環境システム専攻
  • 田中 智行
    広島大学　大学院工学研究科　輸送・環境システム専攻
  • 岡澤 重信
    広島大学　大学院工学研究科　輸送・環境システム専攻

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Other Title
  • 粒子法を用いた薄板構造物の幾何学的非線形解析

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Particle-based solid/structural analyses have been presented. In the particle-based analyses, solid or structure are discretized by particles and there are no meshes like FEM. Then, it is relatively easy to treat large deformation analyses. There are Reproducing Kernel Particle Method (RKPM) or Hermite RKPM (HRKPM) as the generalized formulation of particle-based analyses. In this paper, we perform a basic study to develop the structural element adjusted to nonlinear analysis using combination of these methods. A geometric nonlinear formulation of that the in-plane and the bending deformations are represented by RKPM and HRKPM respectively, is presented.

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