Abstract
The energy release rate, g, used for estimating the joint strength of dissimilar material joints with defect has been investigated by means of a boundary element method (BEM). Size and material parameters of g value in both load and residual stress fields were derived. The main conclusions are as follows:
1) In a thermal stress filed, the relation between g value and material properties is given by the following equation;
For the case of Poisson's ratios of dissimilar materials being equal,
g/EA{(αA-αB)T}2a=f(EB/EA, vA=vB)
where E is Young's modulus. ν is Poissons' ratio. α is a coefficientof linear expansion.
T is temperature difference. α is half length of crack.
Suffix A and B mean materials A and B. For the case of νA being different from νB,
g/EA(αAT)2α=g(EB/EA, νA, νB, αB/αA)
2) When the height of specimen, h, is greater than the width of specimen, b, h, hardly affects g value in both load and residual stress fields.
3) When b is greater than twice of h, g value is almost constant in both fields.