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Shock structure in bubbly liquids: comparison of direct numerical simulations and model equations

机译:气泡液体中的冲击结构:直接数值模拟和模型方程的比较

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Shock wave structure in a bubbly mixture composed of a cluster of gas bubbles in a quiescent liquid with initial void fractions around 10% inside a 3D rectangular domain excited by a sudden increase in the pressure at one boundary is investigated using the front tracking/finite volume method. The effects of bubble/bubble interactions and bubble deformations are, therefore, investigated for further modeling. The liquid is taken to be incompressible while the bubbles are assumed to be compressible. The gas pressure inside the bubbles is taken uniform and is assumed to vary isothermally. Results obtained for the pressure distribution at different locations along the direction of propagation show the characteristics of one-dimensional unsteady shock propagation evolving towards steady-state. The steady-state shock structures obtained by the present direct numerical simulations, which show a transition from A-type to C-type steady-state shock structures, are compared with those obtained by the classical Rayleigh-Plesset equation and by a modified Rayleigh-Plesset equation accounting for bubble/bubble interactions in the mean-field theory.
机译:使用前跟踪/有限体积研究了在静态流体中由一簇气泡组成的气泡混合物中的冲击波结构,该气泡混合物在3D矩形域内的初始空隙率约为10%,该矩形域由一个边界处的压力突然增加而激发。方法。因此,对气泡/气泡相互作用和气泡变形的影响进行了研究,以进行进一步的建模。假定液体是不可压缩的,而气泡被认为是可压缩的。使气泡内部的气压均匀,并假设其等温变化。沿传播方向在不同位置的压力分布获得的结果表明,一维非稳态激波传播向稳态发展。通过本次直接数值模拟获得的稳态激波结构与从经典Rayleigh-Plesset方程和改进的Rayleigh-Pureet方法获得的稳态激波结构进行了比较,这些结构显示了从A型到C型稳态激波结构的过渡。 Plesset方程解释了均场理论中的气泡/气泡相互作用。

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