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Numerical modeling of complex interactions between underwater shocks and composite structures

机译:水下冲击与复合结构之间复杂相互作用的数值模拟

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摘要

To study the complex interactions between underwater shocks and composite structures, a strongly coupled Eulerian-Lagrangian numerical solver is developed. The coupled numerical solver consists of an Eulerian fluid solver, a Lagrangian solid solver, a one-fluid cavitation model, and an interface capturing scheme. The interface capturing scheme features a fluid characteristics method and a modified ghost fluid method (MGFM). The MGFM is reformulated for fluid-solid coupling by treating simultaneously the fluid characteristics equation and the solid equation of motion to determine the interface variables, leading to a strongly coupled Eulerian-Lagrangian scheme. Various components of the numerical solver are first individually tested and validated. The strongly coupled solver is then applied to realistic shock-structure interaction problems involving composite structures. The accuracy of the coupled solver is demonstrated via comparison with numerical predictions and experimental observations available in literature. Finally, the validated coupled numerical solver is utilized to study the effectiveness of a proof-of-concept shock mitigation scheme.
机译:为了研究水下冲击与复合结构之间的复杂相互作用,开发了一种强耦合的欧拉-拉格朗日数值解算器。耦合数值求解器由欧拉流体求解器,拉格朗日固体求解器,单流体空化模型和界面捕获方案组成。界面捕获方案具有流体特征方法和改进的幻影流体方法(MGFM)。通过同时处理流体特性方程和运动固体方程以确定界面变量,重新构造MGFM以实现流固耦合,从而产生强耦合的Eulerian-Lagrangian方案。首先对数值求解器的各个组件进行单独测试和验证。然后将强耦合求解器应用于涉及复合结构的实际冲击结构相互作用问题。通过与文献中的数值预测和实验观察进行比较,可以证明耦合解算器的精度。最后,利用经过验证的耦合数值求解器来研究概念验证减震方案的有效性。

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