structural mechanics

We are looking for Postdoctoral Fellows with computational mechanics background specializing in one or more of these areas: solid mechanics, wave-structure interaction, fatigue and corrosion induced structural damage.

Please check the attached flyer for details or visit http://nrc58.nas.edu/RAPLab10/Opportunity/Opportunity.aspx?LabCode=64&R…

Thanks, Saikat Dey

To obtain the principal planes we construct the stress tensor and find the eigen vectors. Here is an attempt to explain it more intuitively rather than the use of the formal mathematical method. Hope you enjoy this video!
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This is an educational outreach initiative targeted at all engineers interested in mechanics and seek simpler explanations. Kindly share if you learn something out of this !

Here is the link to the VIDEO

Thanks,
Prithivi

Hosted by the MIT Department of Civil and Environmental Engineering in collaboration with the MIT Industrial Liaisons Program (ILP), Infrastructure Innovation in a Changing Environment will explore new economic opportunities and market-driven responses to the challenges facing large-scale infrastructure projects.

Faculty Position in the Department of Civil and Environmental Engineering at the UNIVERSITY OF PITTSBURGH

The Department of Civil and Environmental Engineering at the University of Pittsburgh invites applications for a tenure-track faculty position effective September 1, 2016.  This position is part of the strategic expansion intended to support research and teaching activities in the broad areas of structural engineering, structural mechanics and civil engineering materials. 

Amit Acharya         Marta Lewicka         Mohammad Reza Pakzad

In Nonlinearity, 29, 1769-1797

We study a class of design problems in solid mechanics, leading to a variation on the
classical question of equi-dimensional embeddability of Riemannian manifolds. In this general new
context, we derive a necessary and sufficient existence condition, given through a system of total
differential equations, and discuss its integrability. In the classical context, the same approach
yields conditions of immersibility of a given metric in terms of the Riemann curvature tensor.
In the present situation, the equations do not close in a straightforward manner, and successive
differentiation of the compatibility conditions leads to a more sophisticated algebraic description
of integrability. We also recast the problem in a variational setting and analyze the infimum value
of the appropriate incompatibility energy, resembling "non-Euclidean elasticity".  We then derive a
Γ-convergence result for the dimension reduction from 3d to 2d in the Kirchhoff energy scaling
regime. A practical implementation of the algebraic conditions of integrability is also discussed.

http://www.jobs.ac.uk/job/AJS403/reader-chair-structural-engineering-co…

APPLY HERE http://krb-sjobs.brassring.com/TGWEbHost/jobdetails.aspx?partnerid=3001…