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Nonlinear Mechanics of Remodeling

Submitted by arash_yavari on

In this paper, we present a large-deformation formulation of the mechanics of remodeling. Remodeling is anelasticity with an internal constraint---material evolutions that are mass and volume-preserving.  In this special class of material evolutions, the explicit time dependence of the energy function is via one or more remodeling tensors that can be considered as internal variables of the theory. The governing equations of remodeling solids are derived using a two-potential approach and the Lagrange-d'Alembert principle.

Journal Club for October 2023: Dynamic Behavior of Ceramics, Ceramic Composites, and Structures: Experimental and Computational Mechanics to Inform Advanced Manufacturing

Submitted by jdhogan_UAlberta on

 

 

Journal Club for October 2023: Dynamic Behavior of Ceramics, Ceramic Composites, and Structures: Experimental and Computational Mechanics to Inform Advanced Manufacturing

Authors (alphabetical by last name): James D. Hogan*, Haoyang Li, Saman Sayahlatifi, Sara Sheikhi, Zahra Zaiemyekeh, and Jie Zheng

On the Shrimali and Lopez-Pamies theory on viscoelastic fracture mechanics

Submitted by Mike Ciavarella on

dear collegues

 

   I have been attracted recently by a theory from Shrimali and Lopez-Pamies which is based on experimental evidence obtained from Suo's group in Harvard in 2012 in a (limited, but significant) set of experiments on rubber.   The theory assumes that the stretch to nucleating a crack is constant and independent on stretch rate.  The theory is then built on that, to predict the increase of fracture energy with rate.

 

Special Issue: Environmental Durability of Composite Materials and Structures

Submitted by Yucheng Zhong on

Dear Colleagues,

We are guest-editing a special issue of Applied Composite Materials (IF 2.3, an SCI-indexed journal of Springer, no publication fee) with a theme of Environmental Durability of Composite Materials and Structures. This Special Issue will provide a platform for researchers to share their latest progress in the study of the environmental durability of composite materials and structures. Topics of interests include, but are not limited to:

Open Post-doc Position in solid mechanics/elasticity: New as of September 21 2023

Submitted by pschiavone on

New as of September 21 2023

I have a new Open Postdoc Position in the Department of Mechanical Engineering at the University Alberta, Edmonton, Alberta, Canada.

(Solid Mechanics, Elasticity, Composite Mechanics, Continuum Mechanics)

I have funding for a postdoctoral researcher. The position is initially for one year but can be extended to two and possibly three years depending on performance and availability of funding.
Interested applicants should send an email expressing interest and a CV to pschiavo [at] ualberta.ca
Peter Schiavone

PostDoc Position at Microsolidics Group, IIT Guwahati

Submitted by tarkes on

Dear Colleagues,

I am looking for a potential postdoctoral fellow of any nationality to work at Microsolidics Group, IIT Guwahati in the area of micromechanics and homogenization of fibrous composites/ multiscale modeling of composites. 

 

There is a funding opportunity from the Indian Institute of Technology Guwahati, India limited to 2 years which is received by the candidate directly. The advertisement link is here.

Deadline: 08.10.2023, 17:00 hrs IST

Postdoc Positions in Biomechanics Lab at Medical College of Wisconsin

Submitted by L_Fan on

The Biomechanics Lab in the Joint Department of Biomedical Engineering at Marquette University and Medical College of Wisconsin is recruiting Postdoctoral Research Associates to work on biomechanics and biomedical engineering research. The successful candidates will work on and contribute to ongoing research that solves problems related to the cardiovascular and brain by developing multiscale/multiphysics computational models as well as publish peer-reviewed journal papers.

Fully-Funded PhD position - Computational Soft Matter Research Group

Submitted by sfarokhirad on

 One fully funded Ph.D. position will be available either in Spring or Fall of 2024 at the Computational Soft Matter Lab, situated at the New Jersey Institute of Technology ((https://mie.njit.edu/). The  primary goal of this research project is to employ multiscale modeling and innovative simulation methods to explore the interactions of soft materials with interfaces and surfaces.