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A Computational Fluid Dynamics approach for air blast propagation using OpenFOAM and Becker-Kistiakowsky-Wilson equation of state

机译:使用OpenFoam和Becker-Kistiakowsky-Wilson状态的空气冲击传播计算流体动力学方法

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摘要

In this investigation, the shockwave propagation caused by the explosive detonation in a complex environment has been studied by the open-source Computational Fluid Dynamics (CFD) package, OpenFOAM®. An extended solver was developed to take the effect of explosion energy into account. The Becker-Kistiakowsky-Wilson (BKW) equation of state (EOS) was implemented in OpenFOAM® to calculate the detonation impact on the surrounding fluid density variations. Also, the influence of two turbulence modeling approaches of Reynolds-averaged Navier-Stokes (RANS) and Large-eddy Simulation (LES) on the prediction of explosion pressure was studied and compared against previous experimental and numerical studies. The comparisons demonstrated the accuracy of the implemented BKW EOS in calculating the fluid density. Further, it was shown that the LES approach is capable of capturing the unsteady nature of detonation in the near-field of the explosive. Examining the instantaneous velocity vectors of the LES results revealed sequential wave fronts that were responsible for rapid changes in the pressure signals. Furthermore, ground pressure contours demonstrated that the shock waves spread on the ground in a circular shape. The results of the current study suggested that the OpenFOAM® technology is powerful to incorporate various physical models, including the equation of state and scale-resolving methods such as LES, to capture the complex nature of the detonation phenomenon.
机译:在这次调查中,通过开源计算流体动力学(CFD)封装,OpenFoam®,由复杂环境中爆炸爆炸引起的冲击波传播。开发了一个扩展的解算器,以考虑爆炸能量的影响。 Becker-Kistiakowsky-Wilson(BKW)状态(EOS)的方程于OpenFoam®实施,以计算对周围流体密度变化的爆轰造影。此外,研究了雷诺平均湍流建模方法对雷诺 - 斯托克斯(RANS)和大涡模拟(LES)对爆炸压力预测的影响,并与先前的实验和数值研究进行了比较。比较证明了在计算流体密度时实现的BKW EOS的精度。此外,显示LES方法能够捕获爆炸近场中的爆炸的不稳定性质。检查LES结果的瞬时速度矢量揭示了负责压力信号的快速变化的顺序波前沿。此外,地压轮廓证明了冲击波以圆形的圆形铺展。目前的研究结果表明,OpenFoam®技术是强大的,可以包含各种物理模型,包括状态和规模分辨方法等方程,以捕捉爆炸现象的复杂性质。

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