With the development of structural design towards large size, long span and light mass, the application of prestressed concrete is becoming more and more widespread. The investigations on the resilience of prestressed reinforced concrete structures under aerial explosion loads have been conducted. However, the insight into the failure mechanism of prestressed concrete under underwater explosions (UWEs) is scarce. Based on the Arbitrary Lagrangian-Eulerian (ALE) algorithm, a coupling model is developed to investigate the resilience of air-backed prestressed reinforced concrete (A-PSRC) slabs against UWEs. The reliability of the numerical method is verified by the experimental results. Based on the validated numerical model, the propagation process of the explosion wave, damage development of the A-PSRC slab, and strain time histories of the reinforcement are investigated in detail. In addition, a thoroughly parametric analysis is conducted to investigate the effects of prestress magnitude, explosive weight, standoff distance, and prestressed tendon ratio on the blast resistance of the A-PSRC slab. Besides, the prediction formulas for the peak displacement and damage area of the given A-PSRC slab are proposed. The findings indicate that as the prestress increases, the damage region and peak displacement of the slab diminish gradually. In comparison to a normal slab, the damage area and peak displacement of A-PSRC slab with 1300 MPa prestress reduce by 41 % and 20 %, respectively. The failure modes of the A-PSRC slab under UWEs are closely linked to the charge weight and standoff distance, which can be summarized into three categories: local damage, combination of local damage and bending failure, and bending failure. Increasing the prestressed tendon ratio can significantly mitigate the deformation and spall of the A-PSRC slab.
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