State-of-the-art and prospects for orbital dynamics and control near small celestial bodies, Advances in Mechanics
Tittle: State-of-the-art and prospects for orbital dynamics and control near small celestial bodies
Author: CUI Pingyuan, QIAO Dong
Tittle: State-of-the-art and prospects for orbital dynamics and control near small celestial bodies
Author: CUI Pingyuan, QIAO Dong
Tittle: Reviews of fluid dynamics researches in wind energy engineering
Author: LI Zuowu HE Dexin
Tittle: Supersonic combustion and hypersonic propulsion
Author: YU Gong, FAN Xuejun
Single strand cable (spiral) bending and OEC (Overhead Electrical Conductor) bending are somewhat similar problems. This is the reason why the following new paper is noteworthy within the context of this blog. It emanates from a Slovak team: S. Kmet, E. Stanova, G. Fedorko, M. Fabian, J. Brodniansky. Title : “Experimental investigation and finite element analysis of a four-layered spiral strand bent over a curved support”. Published in “Engineering Structures”, Vol. 57, December 2013, pp. 475-483.
Job description: We are looking for a bright, dynamic, and highly motivated individual to perform research in biomechanics with applications to ophthalmology. For more information about our Laboratory, please visit: http://www.bioeng.nus.edu.sg/ivb/. This is a project in collaboration with clinicians from the Singapore Eye Research Institute (top 5 eye institute worldwide) and from Moorfields Eye Hospital, London, UK (biggest eye hospital worldwide).
hi everyone;
we know that axial load effect on dynamic responses of structur ( for example comparsion axial load decreas frequencies) and Modal analysis does not depend on load too.
i want to obtain dynamic responses for simply supported beam under axial load. How do modal analysis in the presence of axial load in ansys (How apply effect of axial load)???
plz help me
One PhD student position available
at the Department of Mechanical and Aerospace Engineering of the University of
Central Florida. Students with background in solid mechanics, computational
mechanics, finite element analysis or molecular dynamic simulation are
particularly encouraged to apply. If you are interested, please send your
resume and representative publications (if have) to Dr. Yuanli Bai (bai [at] ucf.edu (bai[at]ucf[dot]edu)).
Recently, a very general and novel class of implicit bodies has been developed to describe the elastic response of solids. It contains as a special subclass the classical Cauchy and Green elastic bodies. Within the class of such bodies, one can obtain through a rigorous approximation, constitutive relations for the linearized strain as a nonlinear function of the stress. Such an approximation is not possible within classical theories of Cauchy and Green elasticity, where the process of linearization will only lead to the classical linearized elastic body.