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Analytical and numerical investigations of bubble behavior in electric fields.

机译:电场中气泡行为的分析和数值研究。

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The behavior of gas bubbles in liquids is important in a wide range of applications. This study is motivated by a desire to understand the motion of bubbles in the absence of gravity, as in many aerospace applications. Phase-change devices, cryogenic tanks and life-support systems are some of the applications where bubbles exist in space environments. One of the main difficulties in employing devices with bubbles in zero gravity environments is the absence of a buoyancy force. The use of an electric field is found to be an effective means of replacing the buoyancy force, improving the control of bubbles in space environments.; In this study, analytical and numerical investigations of bubble behavior under the influence of electric fields are performed. The problem is a difficult one in that the physics of the liquid and the electric field need to be considered simultaneously to model the dynamics of the bubble. Simplifications are required to reduce the problem to a tractable form. In this work, for the liquid and the electric field, assumptions are made which reduce the problem to one requiring only the solution of potentials in the domain of interest. Analytical models are developed using a perturbation analysis applicable for small deviations from a spherical shape. Numerical investigations are performed using a boundary integral code.; A number of configurations are found to be successful in promoting bubble motion by varying properties of the electric fields. In one configuration, the natural frequencies of a bubble are excited using time-varying electric and pressure fields. The applied electric field is spatially uniform with frequencies corresponding to shape modes of the bubble. The resulting bubble velocity is related to the strength of the electric field as well as the characteristics of the applied fields. In another configuration, static non-uniform fields are used to encourage bubble motion. The resulting motion is related to the degree of non-uniformity of the applied field. Several geometries are investigated to study the relationship between electrode geometry and bubble behavior.
机译:液体中气泡的行为在广泛的应用中很重要。像在许多航空航天应用中一样,这项研究的动机是希望了解在没有重力的情况下气泡的运动。相变设备,低温储罐和生命支持系统是太空环境中存在气泡的一些应用。在零重力环境下使用带有气泡的装置的主要困难之一是没有浮力。发现使用电场是替代浮力,改善空间环境中气泡控制的有效手段。在这项研究中,进行了在电场作用下气泡行为的分析和数值研究。这个问题是一个难题,因为需要同时考虑液体的物理性质和电场,以对气泡的动力学建模。需要简化以将问题减少到易于处理的形式。在这项工作中,对液体和电场进行了假设,这些假设将问题简化为只需要解决感兴趣域中的电势。使用微扰分析开发分析模型,适用于与球形的微小偏差。使用边界积分码进行数值研究。已经发现,通过改变电场的性质,许多构造成功地促进了气泡运动。在一种配置中,使用随时间变化的电场和压力场来激发气泡的固有频率。所施加的电场在空间上是均匀的,其频率对应于气泡的形状模式。产生的气泡速度与电场强度以及所施加电场的特性有关。在另一种配置中,静态非均匀字段用于鼓励气泡运动。产生的运动与所施加场的不均匀程度有关。研究了几种几何形状以研究电极几何形状与气泡行为之间的关系。

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