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KO50001004-00110042-0012.pdf
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Download
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:197.7 KB
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:Oct 20, 2014 |
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Total downloads since Oct 20, 2014 : 420
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| Title |
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Equations of motion for curved and twisted beam with noncoincident mass and elastic axes
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佐藤, 武
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| Kana |
サトウ, タケシ
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Sato, Takeshi B.
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Lecturer at Faculty of Eng., Keio University
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慶応義塾大学藤原記念工学部
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| Kana |
ケイオウ ギジュク ダイガク フジワラ キネン コウガクブ
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| Romanization |
Keio gijuku daigaku Fujiwara kinen kogakubu
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1958
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Proceedings of the Fujihara Memorial Faculty of Engineering Keio University
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11
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42
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1958
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66(12)
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70(16)
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| Abstract |
Tne classical equations of equilibrium for the naturally curved deam of A. E. H. Love were established for the case where the centroid lay on the elastic axis. To the beam whose elastic axis does not coincide with the centroid of cross-section, Love's equations are not applicable.
In this paper, the equations of motion for the curved and twisted beam with noncoincident mass and elastic axes are deduced by the use of the concept of warping function.
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| Departmental Bulletin Paper
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