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Vectorial rapresentaton of State Variable in ABAQUS

Submitted by mattia.bacca on
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Hello,

 

I qould like to represent a State Variable of my Abaqus UMAT with a vector field. Is it possible to do that? How do I proceed?

Thank you in advance!

Regars,

Mattia, UCSB

Theoretical study of magneto-rheological elastomers

Submitted by Prashant Saxena on

I post the links to some of our recently published papers on magneto-elasticity. These are iron-filled elastomers whose mechanical properties can be influenced by the application of a magnetic field. A continuum theory that accounts for magneto-mechanical coupling as well as rate-dependent energy dissipating deformations is presented.

I also attach post-print versions of these articles here. Hopefully, they can be useful for some people working in this field.

Case Studies in Engineering: watch the video

Submitted by Laure Ballu on

Whatch our video http://www.youtube.com/watch?v=6FpxQrvpU4g

What are case studies?

Case Studies in Engineering are a series of open access journals, which publish practical outcome of research and indusrty projects in a variety of Engineering disciplines, including: Construction Materials, Fire Safety, Structural Engineering, Engineering Failure Analysis, Mechanical Systems and Signal Processing, Nondestructive Testing Evaluation and Thermal Engineering.

Piezoelectric vibration damping using resonant shunt circuits: an exact solution

Submitted by Payam Soltani on

Piezoelectric vibration damping using resonant shunt circuits: an exact solution

By :

Payam Soltani, Gaetan  Kerschen, Gilles  Tondreau and Arnaud Deraemaeker

Abstract

determination of stiffness matrix of transversely isotropic material

Submitted by yzhou on

Dear all, I am an applied mathematician and I  have been stucked by the this general question for a while, i.e.,  to determine the stiffness matrix of transversely isotropic material from known strain and stress tensors.  The definition of transversely isotropic tells us that the stiffness matrix can be defined by 5 constants, see attached figure. C44 is easy to determine, so we can focus on the remaining 4 constants. I attempted to establish 4 linear equations for these 4 constants with the known strain and stress components.

Ridge localizations and networks in thin films compressed by incremental release of large equi-biaxial substrate pre-stretch

Submitted by Lihua Jin on

Atsushi Takei, Lihua Jin, John W Hutchinson, Hiroyuki Fujita, Ridge localizations and networks in thin films compressed by incremental release of large equi-biaxial substrate pre-stretch, Advanced Materials, 2014, 26 (24): 4061-4067.