THE NONLINEAR PILE PART 1 WAVE PROPAGATION IN A FREE NONLINEAR ELASTIC PILE

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概要

• 論文の詳細を見る

• A nonlinear partial differential equation for axial wave propagation in a nonlinearly elastic pile with a circular cross section has been developed that takes into account the transverse displacement due to axial wave. A theoretical solution is derived that represents a solitary wave. The relation between this equation and the K-dV or MK-dV equation has been established and indicates a way of applying the Soliton Theory to earthquake engineering. Simulations for simple wave inputs are also shown.

• 日本自然災害学会の論文

著者

• Xue S

  Tohoku Univ.

• Izumi Masanori

  Professor Tohoku University

• Izumi Masanori

  Professor Department Of Architecture Faculty Of Engineering Tohoku University

• SUGIMURA Yoshihiro

  Professor, Department of Architecture, Faculty of Engineering, Tohoku University

• XUE Songtao

  Graduate Student, Department of Architecture, Faculty of Engineering, Tohoku University

• Sugimura Yoshihiro

  Professor Department Of Architecture Faculty Of Engineering Tohoku University

関連論文

• THE NONLINEAR PILE PART 1 WAVE PROPAGATION IN A FREE NONLINEAR ELASTIC PILE
• 11035 FEASIBLE APPLICATION OF EXPERT SYSTEMS TECHNOLOGY IN CONSTRUCTION PLANNING

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