This invention relates to the field of submerged
cavitation water jets, specifically to a method for simulating the flow field load and ice-breaking of submerged water jets considering
cavitation effects. The method includes obtaining an initial flow field-ice plate topology model; adjusting the fractal dimension of the mesh through a fractal growth mechanism, fusing a probabilistic model, and embedding a viscoelastic network stress
transfer mechanism to obtain a fractal characteristic load field; converting the load generated by fractal iterative loading into the stress and strain of the ice plate, extracting dynamic damage evolution data of the ice plate and
chaotic characteristic parameters from the fractal characteristic load field, and obtaining optimized submerged
water jet parameters. This invention constructs
coupling and correlation rules, clarifying the core
coupling relationship between the
cavitation-sensitive region and the ice plate load action region, ensuring that the cavitation load is accurately transferred to key areas of the ice layer. By adjusting the fractal dimension of the mesh in real time through a fractal growth mechanism to adapt to the dynamic evolution stage of cavitation bubbles, it solves the problem that traditional models cannot simultaneously capture the
cavitation flow field morphology and ice plate damage.