iMechanica - Comments for "Micromechanics of composites" //m.limpotrade.com/node/20528 Comments for "Micromechanics of composites" en Thank you. However I was //m.limpotrade.com/comment/28674#comment-28674 <一个id = "评论- 28674 " > < / > < p > < em >回复< href="//m.limpotrade.com/comment/28666#comment-28666">Check out the microplane triad model

Thank you. However I was looking for a little less computationally intensive approach (as compared to the microplane models) and was wondering if it was possible to reproduce similar response.

Mon, 31 Oct 2016 01:33:00 +0000 SDutta comment 28674 at //m.limpotrade.com
Thank you for your //m.limpotrade.com/comment/28673#comment-28673

In reply to Examples for short fiber composites

Thank you for your suggestions.

Mon, 31 Oct 2016 01:29:10 +0000 SDutta comment 28673 at //m.limpotrade.com
Right link to Prof. Bazant's paper //m.limpotrade.com/comment/28667#comment-28667 <一个id = "评论- 28667 " > < / > < p > < em >回复< href="//m.limpotrade.com/comment/28666#comment-28666">Check out the microplane triad model

Sat, 29 Oct 2016 18:11:46 +0000 kedarkirane comment 28667 at //m.limpotrade.com
Check out the microplane triad model //m.limpotrade.com/comment/28666#comment-28666

In reply to Micromechanics of composites

A very good point. This aspect requires careful consideration in constitutive modeling of damage in composites or any quasi-brittle material. Strain softening damage, as you mentioned, localizes in a band of a finite width. This width is related to the material characteristic length. This must be captured in a physical and objective manner by the model in order to predict the right energy release rate, and the structure strength size effect. I am not sure if this is captured in the homogenized micro-mechanics approach where the RVE essentially represents the elastic behavior. However, this can be modeled using the recently developed microplane triad model:

https://appliedmechanics.asmedigitalcollection.asme.org/article.aspx?art...

Further, the below article by Prof. Bazant describes these limitations very effectively:

http://www.civil.northwestern.edu/people/bazant/PDFs/publicat.pdf

Hope this helps.

Sat, 29 Oct 2016 17:34:13 +0000 kedarkirane comment 28666 at //m.limpotrade.com
link //m.limpotrade.com/comment/28665#comment-28665

In reply to Examples for short fiber composites

Sat, 29 Oct 2016 16:38:30 +0000 Atul Jain comment 28665 at //m.limpotrade.com
Examples for short fiber composites //m.limpotrade.com/comment/28664#comment-28664

In reply to Micromechanics of composites

I think it is possible to use homogenization technique and develop damage models and has been acheived for a number of different composite materials. My PhD thesis was on a similar topic for short fiber composites, including models for fatigue. Below are three relevant papers (in suggested order of reading):

Atul Jain, Stepan V. Lomov, Yasmine Abdin, Ignaas Verpoest, Wim Van Paepegem, Pseudo-grain discretization and full Mori Tanaka formulation for random heterogeneous media: Predictive abilities for stresses in individual inclusions and the matrix, Composites Science and Technology, Volume 87, 18 October 2013, Pages 86-93

Atul Jain, Yasmine Abdin, Wim Van Paepegem, Ignaas Verpoest, Stepan V. Lomov, Effective anisotropic stiffness of inclusions with debonded interface for Eshelby-based models, Composite Structures, Volume 131, 1 November 2015, Pages 692-706

Atul Jain, Jose M. Veas, Stefan Straesser, Wim Van Paepegem, Ignaas Verpoest, Stepan V. Lomov, The Master SN curve approach – A hybrid multi-scale fatigue simulation of short fiber reinforced composites, Composites Part A: Applied Science and Manufacturing, Available online 11 December 2015

A full list of the papers from the thesis can be found in link

Sat, 29 Oct 2016 16:37:11 +0000 Atul Jain comment 28664 at //m.limpotrade.com