Abstract
Within the framework of the Leonov–Panasyuk model, we investigate the stress-strain state of an infinite isotropic elastic body with two collinear cracks of different lengths under the action of tensile forces applied at infinity in the direction perpendicular to the line of the cracks. We obtain equations for the crack opening displacements in the analytic form and present examples of the results of numerical evaluation of opening displacements for different ratios of crack lengths and their mutual positions.
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