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Not only is the knowledge of natural frequencies and modes of structures important from a design viewpoint to avoid resonance condition, but it is also the foundation for forced response calculations. And the increasing use of thick shells in industry...
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RISS 인기검색어
剪斷變形과 回轉貫性을 考慮한 圓筒쉘의 動的解析 = Dynamic Analysis of Circular Cylindrical Shell Considering Transverse Shear Deformation and Rotatory Inertia
한글로보기https://www.riss.kr/link?id=A19596777
- 저자
- 발행기관
- 학술지명
- 권호사항
-
발행연도
1986
-
작성언어
Korean
-
KDC
104.000
-
자료형태
학술저널
-
수록면
471-478(8쪽)
- 제공처
- 소장기관
-
0
상세조회 -
0
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다국어 초록 (Multilingual Abstract)
Not only is the knowledge of natural frequencies and modes of structures important from a design viewpoint to avoid resonance condition, but it is also the foundation for forced response calculations. And the increasing use of thick shells in industry has necessitated efficient theoretical analysis particularly in dealing with the effect of transverse shear deformation.
The present paper is concerned with the formulation of suitable stress-strain relations and the basic equilibrium equations of shell structures, which consider the effect of tranverse shear deformation and rotatory inertia, are deduced by application of Hamilton's principle. Also, these equations are applied to circular cylindrical shell and the results are compared with the simplified classical theories.
The present paper is concerned with the formulation of suitable stress-strain relations and the basic equilibrium equations of shell structures, which consider the effect of tranverse shear deformation and rotatory inertia, are deduced by application of Hamilton's principle. Also, these equations are applied to circular cylindrical shell and the results are compared with the simplified classical theories.
Not only is the knowledge of natural frequencies and modes of structures important from a design viewpoint to avoid resonance condition, but it is also the foundation for forced response calculations. And the increasing use of thick shells in industry has necessitated efficient theoretical analysis particularly in dealing with the effect of transverse shear deformation.
The present paper is concerned with the formulation of suitable stress-strain relations and the basic equilibrium equations of shell structures, which consider the effect of tranverse shear deformation and rotatory inertia, are deduced by application of Hamilton's principle. Also, these equations are applied to circular cylindrical shell and the results are compared with the simplified classical theories.
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