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Flexure of elastic beams with regular curvilinear cross-sections
Prismatic beam with simply-connected cross section made of isotropic homogeneous material is considered; beam is fixed at one end and is in equilibrium when forces act upon it in plane of other end; L.M. MilneThomson (1959) flexure function is obtained by conformally mapping beam cross section on unit circle.
Flexure of elastic beams with regular curvilinear cross-sections
Prismatic beam with simply-connected cross section made of isotropic homogeneous material is considered; beam is fixed at one end and is in equilibrium when forces act upon it in plane of other end; L.M. MilneThomson (1959) flexure function is obtained by conformally mapping beam cross section on unit circle.
Flexure of elastic beams with regular curvilinear cross-sections
Acad Polonaise des Sciences -- Bul -- Ser des Sciences Techniques
Deutsch, E. (author)
1963
7 pages
Report
English
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