Dear all,
I am trying to study the fracture at bonded interfaces using cohesive zone model in Abaqus. I am going through the abaqus manual but it was not clear how to insert the chosive elements in the model. How to model these chosive elements. Can anyone help in modelling the chosive elements.
Your tasks: The main objective of this position is to improve the fracture toughness of high performance composite materials. You are expected to plan and implement manufacturing and processing experiments with carbon fibre thermoset prepregs and characterise their fracture properties. Furthermore, you will plan respective processing equipment and thoroughly investigate fracture mechanics of composites. This also includes the development of according numerical analyses and simulations.
Our Group of Appleid mechanics in Enviormental & Civil Engineering Department at Michigan State University has an openings for PhD positions to work on Mechanics of Nano-composites starting Spring 2015.
One research direction is modeling of nano reinforced materials, with combined theoretical and experimental efforts. Highly Stretchable/Flexible composites combines the leight weight of classical composites and mechanical properties of a polymer based composites, and thus do have a very broad biological applications. .
I am doing FE simulation on spring back of seet metal forming operation
someone help/suggest me to do (Explicit-to-Implicit (ETI) Sequential Solutions
Hi! I am looking for a postdoctoral position of the following interests:
1. Structural design, analysis and optimization;
2. Mechanics, Heat transfer, Acoustics or Electromagnetics;
3. Numerical Methods (FEM, BEM).
I would be very thankful that if you are going to have a position and
take a minute to contact me at: jingguoxian [at] gmail.com
Mechanical Engineer – (Borehole Abandonment Tools)
Job Description:
Flexoelectricity is a size-dependent electromechanical mechanism coupling polarization and strain gradient. It exists in a wide variety of materials, and is most noticeable for nanoscale objects, where strain gradients are higher. Simulations are important to understand flexoelectricity because experiments at very small scales are difficult, and analytical solutions are scarce. Here, we computationally evaluate the role of flexoelectricity in the electromechanical response of linear dielectric solids in two-dimensions.
