EULER BERNOULLI THEORY FOR A 3-DIMENSIONAL,VARIABLE-CURVATURE BEAM
International Journal for Science, Technics and Innovations for the Industry "Machines. Technologies. Materials", no.4, pp.155-156, 2017 (Peer-Reviewed Journal)
- Publication Type: Article / Article
- Publication Date: 2017
- Journal Name: International Journal for Science, Technics and Innovations for the Industry "Machines. Technologies. Materials"
- Page Numbers: pp.155-156
- Istanbul University-Cerrahpasa Affiliated: Yes
Abstract
The linear theory including the effects of bending-torsion coupling and rotatory inertia is used to derive the equations of motion for a space beam with variable curvature. The governing differential equations of motion are derived based on Euler-Bernoulli beam theory via Hamilton’s principle. The full, coupled system of governing partial differential equations has a total order of 12.