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The Uniaxial Tension of Particle-Reinforced Composite Materials with Nonlinear Interface Debonding

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H. Tan, Y. Huang, C. Liu, G. Ravichandran, H. M. Inglis and P. H. Geubelle, 2007. The uniaxial tension of particle-reinforced composite materials with nonlinear interface debonding. International Journal of Solids and Structures, 44, 1809–1822.

Abstract:
Debonding of particle/matrix interfaces can significantly affect the macroscopic behavior of composite material.  We have used a nonlinear cohesive law for particle/matrix interfaces to study interface debonding and its effect on particle-reinforced composite materials subject to uniaxial tension.  The dilute solution shows that, at a fixed particle volume fraction, small particles lead to hardening behavior of the composite while large particles yield softening behavior.  Interface debonding of large particles is unstable since the interface opening (and sliding) displacement(s) may have a sudden jump as the applied strain increases, which is called the catastrophic debonding.  A simple estimate is given for the critical particle radius that separates the hardening and softening behavior of the composite.

Keywords:
Interface debonding; Size effect; Homogenization; Particulate composites; Constitutive equation

Comments

Hello M.Henry Tan 

I am a novice (new one) on this web site and I just began, I am preparing my master on composites and I think that you have more informations than me on this subject my problem is that Iam in the coparative step between my results and the others.

my work is on the crack of composites mode II (sliding mode) I'm modelizing that phenomen with finit element to find the enegy of sustitution the problem is that I have not found any results by web and unfotunatly we have not books on this subject in my university.

So my request M.Henry Tan is if you have any source of information or if you have that informations yourself, I wish you'll be helpfull and you communicate me web sites or informations on this subject.

thank you for taking time to read my note and thank you very much for helping me if you can

ps: sorry for my bad english speeking, I am better in frensh

with my wishes

mouats mahira 

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