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Comparison of the Rayleigh-Plesset and Gilmore Equations and Additional Aspects for the Modelling of Seismic Airgun Bubble Dynamics

机译:Rayleigh-Plesset和Gilmore方程的比较以及地震气枪气泡动力学建模的其他方面

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Seismic airguns are commonly used in geophysical exploration. More recently, they are also being used as an alternative to underwater explosions for the shock testing of defence vessels. The study of the dynamics of the bubble produced by a seismic airgun is beneficial in understanding the resultant pressure field and Shockwave. The Rayleigh-Plesset and Gilmore equations for modelling spherical bubble dynamics are compared for the expansion of an initially highly pressurised gas bubble. The relationship between initial gas pressure and both the first maximum bubble radius and the first period of oscillation are presented. The initial gas pressure is non-dimensionalised against hydrostatic pressure and studied over a range of 1 - 50. The separate contributions of presence of the airgun body, mass throttling, effective viscosity and heat diffusion to the first maximum radius and period are modelled and discussed. The effects of evaporation and condensation at the bubble wall are also considered.
机译:地震气枪通常用于地球物理勘探中。最近,它们还被用作水下爆炸的替代品,用于防御舰船的冲击测试。对地震气枪产生的气泡的动力学进行研究有助于理解最终的压力场和冲击波。比较了用于建模球形气泡动力学的Rayleigh-Plesset和Gilmore方程,以扩展最初高度加压的气泡。给出了初始气压与第一最大气泡半径和第一振荡周期之间的关系。初始气压相对于静水压力是无量纲的,并在1-50的范围内进行了研究。对气枪枪身的存在,质量节流,有效粘度和热扩散对第一最大半径和时间的单独贡献进行了建模和讨论。还考虑了气泡壁处蒸发和冷凝的影响。

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