Skip to main content

Tensile testing curve and fracture toughness relation

Submitted by jjamali on

Hello everyone,

I am studying fracture of polymer composites.

I had a question I want to relate fracture toughness of composite to the composite stress-strain curve found from simple tensin test(on samples with no notch or pre-existing crack), can anyone give me a hint , how to do it?

I noticed in some of my samples (neat epoxy and UD glass epoxy),if the value of strain energy density(KJ/m3) is multiplied by the crack length found from the following relation, the result is close to the value of strain energy release rate (KJ/m^2) found from fracture tes (using CTS sample).

if a=KIc^2/((sut/2)*pi))  & SED=area under stress-strain curve

where sut is failure stress of the material

then SED*a=GIc (approximately equal)

I am not sure if the above equation is correct or not?

If I calculate SED(critical) from KIc using Sih's SED paper, can I relate it the SED I get from stress-strain curve?

Thank you,

Jamal