Numerical Method for Nonlinear Axisymmetric Bending of Arbitrary Shells of Revolution and Large Deflection Analyses of Corrugated Diaphragm and Bellows

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概要

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• A numerical method which can be applicable to the nonlinear axisymmetric bending of arbitrary shells of revolution is proposed. It is based on the iterative scheme and the finite difference approximation, and is found to show good convergence and to be practical. Using this method, the large deflection problems of the corrugated diaphragm and bellows are solved. The results show the unnegligible nonlinear effects and the limitations of the linear theory and the approximate nonlinear solution now used.

• 一般社団法人日本機械学会の論文

著者

• Seguchi Yasuyuki

  Faculty Of Engineering Kobe University

• Oshima Iwao

  Division For Research Of Engineering Graduate School Kobe University

• HAMADA Minoru

  Professor, Faculty of Engineering, Osaka University

• ITO Sadao

  Shinmeiwa Industry Co., Ltd.

• KAKU Eiichi

  Toyobo Spinning Co., Ltd.

• YAMAKAWA Katsuyoshi

  Mitsubishi Vonnel Co., Ltd.

• Ito Sadao

  Shinmeiwa Industry Co. Ltd.

• Kaku Eiichi

  Toyobo Spinning Co. Ltd.

• Hamada Minoru

  Professor Faculty Of Engineering Osaka University

• Yamakawa Katsuyoshi

  Mitsubishi Vonnel Co. Ltd.

• Hamada Minoru

  Professor Department Of Mechanical Engineering Faculty Of Engineering Osaka University

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• A Numerical Approach to Finite Elastic-Plastic Deflections of Circular Plates
• Numerical Method for Nonlinear Axisymmetric Bending of Arbitrary Shells of Revolution and Large Deflection Analyses of Corrugated Diaphragm and Bellows
• An Optimal Design of Beam with Variable Cross Section : Design of Cantilever by Dynamic Programming
• Shape Determination Problems of Structures by the Inverse Variational Principle : 2nd Report, Buckling and Vibration Problems
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• A Numerical Method for the Limit Analysis of General Shells of Revolution : 2nd Report, Lower Bound Method
• Fundamental Frequencies of Simply Supported but Partially Clamped Square Plates
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