Skip to main content

Blog posts

postdoc position in computational mechanics

Submitted by dongqian on

A postdoc position is available in the Computational Mechanics Lab at the University of Texas at Dallas. The research will focus on high-performance computing application in the general field of computational mechanics. The potential candidate shall have a Ph.D. degree in mechanics, mechanical engineering and related areas with emphasis on computation and simulation and integration with experiments. The project will involve extensive programming on HPC platforms.

Ph.D. position(s) in the Mechanics of Materials at the Iowa State University

Submitted by Valery Levitas on

PhD position(s) are available for Spring 2016 semester to perform theoretical and computational work on phase field modeling of variaous structural changes in engineering materials and modeling of interaction between phase transformations and plasticity. MS degree and background in continuum and computational mechanics is required. Please send vita to Prof. Valery Levitas (vlevitas [at] iastate.edu (vlevitas[at]iastate[dot]edu)).

Info about Prof. Levitas group can be found at

Postdoctoral Position in the general area of Computational Mechanics

Submitted by Raul Radovitzky on

Postdoctoral Position in the general area of Computational Mechanics

Department of Aeronautics and Astronautics

Massachusetts Institute of Technology

A strong background in Continuum Mechanics and Mechanics of Materials is required.

A strong interest in C++ and Python programming for large-scale simulation is required, regardless of previous experience.

Interested candidates should contact

How to realize the second boundary condition (Neumann boundary) in UEL of ABAQUS

Submitted by windy on

There are higher-order deformation gradients  in the  higher-order deformation theory, in which higher-order stresses are usually  involvded in order to meet conjugating principle. In that way ,higher-order stress boundary conditions (such as Neumanm boundary ) should be applied when solving the partial differential eqution.

I want to know  how to apply this second boundary in UEL of ABAQUS. 

 

any help and suggestions are greatly appreciated.

 

 

Modulating crack propagation in a multilayer stack with a super-layer

Submitted by Li Han on

Quantitative characterization of interface adhesion and fracture properties of thin film materials is of fundamental and technological interests in modern technologies. Sandwich beam specimens used in fracture mechanics techniques, such as four-point bending and double-cantilever beam have been widely adopted, including the semiconductor industry.