Rock masses in deep earth, deep sea, and deep space environments are often subjected to confining pressure. Considering the effects of confining pressure and friction on crack surfaces, closed-form solutions for mode I and mode II stress intensity factors and T-stress of a center-cracked Brazilian disk subjected to combined confining pressure and non-uniform pressure are presented using weight function method. The convergence of these closed-form solutions is assessed, and the recommended summation coefficients for a given truncation error are provided. Using the derived closed-form solutions, the stress intensity factors and T-stress of the center-cracked Brazilian disk under various loading conditions are calculated, and the effects of loading angle, crack length, contact angle, confining pressure, and friction coefficient on the stress intensity factors and T-stress are analyzed. Furthermore, the critical loading angle θ c for the transition of the center-cracked Brazilian disk specimen from tensile-shear fracture to compressive-shear fracture under combined confining pressure and non-uniform pressure is also given. The results indicate that confining pressure and crack-surface friction suppress both mode I and mode II fracturing of the center-cracked Brazilian disk specimen. When the loading angle is small and the contact angle is large, the influence of contact angle on stress intensity factors and T-stress should be taken into account.
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Tang et al. (2026) studied this question.
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