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The asymptotic analytical formula was derived for interfacial toughness evaluation.
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The kinetic parameters were then derived for this interfacial Michael-addition reaction.
Based on a cohesive interface law with linear softening, closed-form solutions are derived for the interfacial stresses and the load displacement curves, as well as for the ultimate load.
Analytical solutions are derived for axial and interfacial shear stresses and parametric study has also been conducted to obtain the effect of key composite parameters.
Special formulations for the pressure in the interfacial cells are derived for different orientations of an interface.
The analysis is carried out by means of Boundary Elements, using the concepts derived from Interfacial Fracture Mechanics.
The re-expansion formulae derived for these functions provide exact satisfaction of the interfacial boundary conditions.
Expressions for the interfacial shear stress distribution and the load displacement response are derived for different loading stages.
Accordingly, the expressions for the interfacial shear stress distribution and the load displacement response are derived for the different loading stages.
Numerical results with the proposed model for the interfacial shear stress distribution and the load displacement response are derived for beams statically tested.
The existence of generalized Maerfeld Tournois interfacial wave is discussed and the solutions of the coupled fields are derived for four different cases of bulk shear wave velocity.
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