Transient rising of oxygen bubbles in a fast varying gravity

IF 3.6 2区 工程技术 Q1 MECHANICS International Journal of Multiphase Flow Pub Date : 2023-11-01 DOI:10.1016/j.ijmultiphaseflow.2023.104560
Anne Mongruel , Gurunath Gandikota , Denis Chatain , Alain Mailfert , Prisca Andriamananjaona , Daniel Beysens
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Abstract

We report experiments on the transient motion of an oxygen bubble rising in liquid oxygen in a fast varying magneto-gravitational acceleration. In the set-up, a strong magnetic field gradient is applied, which creates in bulk oxygen a body force opposed to its weight. When this gravity compensation is suddenly suppressed, the resulting apparent gravity increases within a fraction of a second from 0 g0 to 0.4 g0 (where g0 is the terrestrial gravitational acceleration). Oxygen bubbles of diameters ranging from 6 mm to 18 mm rise rapidly in the liquid by buoyancy, for values of Galilei and Bond numbers rarely reached with common fluids in terrestrial gravity. The shape of the bubble interface is initially ellipsoidal and evolves toward more complicated shapes during the motion. The time-dependent rising velocity of the bubble is measured during the fast variation of gravity. A comparison of the transient bubble dynamics with classical results obtained in a constant gravity environment enables the time scale of the gravity variation to be precisely quantified.

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在重力快速变化的情况下氧泡的瞬间上升
本文报道了液氧中氧泡在快速变磁重力加速度下的瞬态运动实验。在这个装置中,施加一个强磁场梯度,在大块氧气中产生与其重量相反的体力。当这种重力补偿突然被抑制时,由此产生的表观重力在几分之一秒内从0 g增加到0.4 g(其中g0是地球重力加速度)。由于浮力作用,直径在6毫米至18毫米之间的氧气气泡在液体中迅速上升,其伽利略数和邦德数在地球重力下的普通流体中很少达到。气泡界面的形状最初是椭球形,在运动过程中逐渐演变成更复杂的形状。在重力快速变化过程中,测量了气泡的上升速度随时间的变化。将瞬态气泡动力学与恒定重力环境下的经典结果进行比较,可以精确地量化重力变化的时间尺度。
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来源期刊
CiteScore
7.30
自引率
10.50%
发文量
244
审稿时长
4 months
期刊介绍: The International Journal of Multiphase Flow publishes analytical, numerical and experimental articles of lasting interest. The scope of the journal includes all aspects of mass, momentum and energy exchange phenomena among different phases such as occur in disperse flows, gas–liquid and liquid–liquid flows, flows in porous media, boiling, granular flows and others. The journal publishes full papers, brief communications and conference announcements.
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