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Ripplocations = surface ripples + dislocations ?

Submitted by Sulin Zhang on

Dislocations are topological line defects in three-dimensional crystals. Same-sign dislocations repel according to Frank’ s rule . This rule is broken for dislocations in van der Waals (vdW) layers, which possess crystallographic Burgers vector as ordinary dislocations but feature “ surface ripples”  due to the ease of bending and weak vdW adhesion of the atomic layers. We term these line defects “ ripplocations”  in accordance to their dual “ surface ripple”  and “ crystallographic dislocation” characters.

McMAT 2015 symposium on materials and manufacturing

Submitted by Yannis Korkolis on

We would like to invite your contribution to Symposium #18: “Experiments and Constitutive Modelling of Materials in Advanced Forming Processes” in the upcoming ASME 2015 Applied Mechanics and Materials Conference, McMAT2015, to be held in Seattle on June 29-July 1, 2015. Please follow the link below to the conference: http://www.asmeconferences.org/mcmat2015/

Ph.D. Position in Computational Biomechanics at Villanova University

Submitted by urala on

A Ph.D. position is available with a start date of Summer 2015 or Fall 2015 at the Computational Biomechanics and Solid Mechanics Laboratory at Villanova University.

The research project is an NSF funded project focusing on multiscale modeling of bone fracture. Candidates with a strong background and interest in biomechanics, solid mechanics, and computational modeling are encouraged to apply.

Ph.D. Position in Computational Biomechanics at Villanova University

Submitted by urala on

 A Ph.D. position is available with a start date of Summer 2015 or Fall 2015 at the Computational Biomechanics and Solid Mechanics Laboratory at Villanova University.

The research project is an NSF funded project focusing on multiscale modeling of bone fracture. Candidates with a strong background and interest in biomechanics, solid mechanics, and computational modeling are encouraged to apply.

Professor Xuanhe Zhao will receive the Journal of Applied Mechanics Award in 2015

Submitted by Yonggang Huang on

Prof. Xuanhe Zhao from MIT will receive the 2015 Journal of Applied Mechanics Award for his paper "Phase diagrams of instabilities in compressed film-substrate systems " (Journal of Applied Mechanics, v 81, article 051003, 2013).  

Cohesive debonding using traction separation law

Submitted by Shouvik on

Hi Everyone,

 

I am trying to model peeling of polymeric film over metal substrate. I am uisng a zero thickness cohesive element layer between the film and substrate. In abaqus the quads mode is what I use and mode independent. I have a maximum displacement of 0.0001 m for damage evolution. I also have nominal stress normal only mode as 100 and Normal stress first direction as 50. 

Call for Abstracts-ASME McMAT 2015: Symposium 10: Fundamental Biomechanics and Biomaterials Invention for Translational Medicine

Submitted by HsiaoYing Shad… on

Dear Colleagues, 

We are inviting you to submit abstracts on ASME McMAT 2015: Symposium 10:

Fundamental Biomechanics and Biomaterials Invention for Translational Medicine.

 

3 year post-doctoral position available - High rate testing of materials

Submitted by Fabrice Pierron on

As part of my EPSRC Fellowship programme, I am now recruiting the second post-doctoral fellow associated with the project. I am looking for a talented young researcher with skills in experimental mechanics, particularly in the field of high rate testing of materials and high speed imaging for full-field deformation measurements. Informal enquiries can be made directly to me at f.pierron [at] soton.ac.uk, attaching a CV.

Overestimated peak strength for cube compression. Abaqus/Explicit

Submitted by MrsTgr on

Hi,

I have done compression test for concrete cube using Concrete damaged plasticity model. I assigned BC in Reference point which I coupled with a surf of the cube.

I have got stress-strain curve that looks nice, but Peak strength is 2-3 times higher than it should be.

Ia have uploaded pic of force-displacement.

Can anybody help me?

Thanks

ABAQUS: Thermal stresses in a rectangular composite plate

Submitted by Anonymous (not verified) on

Trying to model a crossply square plate with a sinusoidal temperature loading (uniform along the thickness). I am trying to match the results by Kant et al 2008 and Rohwer et al 2001. I am modeling the compoosite as a 3-D solid elements (making a part and dividing into 4 layers). I always obtain transverse shear stress on the 90 degree layer at 0,b/2,z to be zero.  My results match with that of the paper when I have a single layer of orthotropic material but they dont match when I have 4 layers of equal thickness and an aspect ratio of 5 (length/thickness).