An analysis of bending problem of laminated rectangular and triangular plates
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概要
- 論文の詳細を見る
An approximate method is proposed for analyzing the bending problem of laminated rectangular and triangular plates. An equivalent rectangular plate is used to analyze the bending problem of triangular plates. Based on the first-order shear-deformation theory, the partial differential equations have been established. By making use of numerical integration, the solutions for these equations can be obtained in discrete forms. Numerical results are obtained for some laminated rectangular and triangular plates. The efficiency and accuracy of the numerical solutions by the proposed method are investigated.
- 長崎大学の論文
著者
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SAKIYAMA TAKESHI
Department of Pathology, St. Marianna University School of Medicine
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Matsuda Hiroshi
Department of Nuclear Medicine, Saitama International Medical Center
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Huang M
Department Of Structural Engineering
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Matsuda Hiroshi
Department Of Cardiovascular Surgery Hyogo Medical College
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崎山 毅
長崎大学工学部構工学科
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Sakiyama T
Department Of Structural Engineering
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Morita Chihiro
Graduate School of Science and Technology
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Huang Mei
JSPS Postdoctoral Fellow
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Morita Chihiro
Department of Structural Engineering
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Morita C
Graduate School Of Science And Technology
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Sakiyama Takeshi
Department Of Pathology St Marianna University School Of Medicine
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Matsuda Hiroshi
Department Of Anatomy Osaka University Medical School
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Matsuda H
Saitama Medical School Hospital
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