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A Fluid-Structure Interaction Solver for Compressible Flows with Applications in Blast Loading on Thin Elastic Structures

机译:用于可压缩流动的流固耦合解   薄弹性结构爆炸载荷的应用

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摘要

We report development and application of a fluid-structure interaction (FSI)solver for compressible flows with large-scale flow-induced deformation of thestructure. The FSI solver utilizes partitioned approach to strongly couple asharp-interface immersed boundary method based flow solver with an open-sourcefinite-element structure dynamics solver. The flow solver is based on ahigher-order finite-difference method on Cartesian grid and employs ghost-cellmethodology to impose boundary conditions on the immersed boundary. Ahigher-order accuracy near the immersed boundary is achieved by combining theghost-cell approach with a weighted least-square error method based on ahigher-order approximate polynomial. The second order spatial accuracy of theflow solver is established by performing a grid refinement study. The structuresolver is validated with a canonical elastostatics problem. The FSI solver isvalidated with published measurements and simulations for the large-scaledeformation of a thin elastic steel panel subjected to blast loading in a shocktube. The solver correctly predicts oscillating behavior of the tip of thepanel with reasonable fidelity and computed shock wave propagation isqualitatively consistent with the published results. In order to demonstratethe fidelity of the solver and to investigate coupled physics of theshock-structure interaction for a thin elastic plate, we employ the solver forsimulating 6.4 kg TNT blast loading on the thin elastic plate. The initialconditions of the blast are taken from field tests reported in the literature.Using numerical schlieren, the shock front propagation, Mach reflection andvortex shedding at the tip of the plate are visualized during the shock waveimpact on the plate. We discuss coupling between the non-linear dynamics of theplate and blast loading.
机译:我们报告了流体与结构相互作用(FSI)求解器的开发和应用,该解决方案用于可压缩流以及结构的大规模流致变形。 FSI求解器利用分区方法将基于asharp-interface浸入边界方法的流求解器与开源有限元结构动力学求解器强耦合。流动解算器基于笛卡尔网格上的高阶有限差分方法,并采用重影元方法将边界条件强加于沉浸边界上。通过将重影元方法与基于高阶近似多项式的加权最小二乘误差方法相结合,可以实现接近沉浸边界的高阶精度。流量求解器的二阶空间精度通过执行网格细化研究来建立。使用标准的弹性静力学问题验证了结构求解器。 FSI求解器已通过已发布的测量结果和模拟结果进行了验证,该测量结果和模拟结果表明,在冲击管中承受爆炸载荷的薄弹性钢板的大规模变形。该求解器以合理的保真度正确地预测了面板尖端的振荡行为,并且计算出的冲击波传播在质量上与已发表的结果一致。为了证明求解器的保真度并研究薄弹性板的冲击-结构相互作用的耦合物理,我们采用求解器来模拟薄弹性板上6.4 kg的TNT爆炸载荷。爆炸的初始条件取自文献报道的现场试验。使用数值schlieren,在冲击波撞击到板上时,可以看到板前端的激波前传播,马赫反射和涡旋脱落。我们讨论了板的非线性动力学与爆炸载荷之间的耦合。

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