低频振动对气泡生长影响的数值分析。

D Han, Mark A Kedzierski
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引用次数: 0

摘要

为了了解常见的振动(如风、公路交通和附近机械设备引起的振动)对依赖沸腾的热系统性能的影响,对低频振动影响下池沸腾过程中的气泡生长进行了数值模拟。模拟了饱和R123在277.6 K和15k壁过热条件下沸腾的过程。采用数值流体体积法(固定网格)确定液-气界面。确定了气泡的基本生长特性,包括气泡偏离直径和气泡偏离时间是气泡接触角(20°-80°)、振动位移(10µm-50µm)、振动频率(5 Hz-25 Hz)和初始振动方向(正或负)的函数。气泡参数与气泡表面的接触角密切相关。例如,随着接触角的增加,气泡偏离直径和气泡偏离时间都增加。在振动频率和初始振动方向相同的情况下,随着振动位移的增加,气泡偏离直径和气泡偏离时间均减小。此外,振动频率比振动位移对气泡生长特性的影响更大。振动频率效应受初始振动方向的强烈影响。研究了气泡的压力曲线、气相体积分数、温度曲线和速度矢量,以了解气泡的动态行为。文中还描述了计算流体动力学方法的局限性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Numerical Analysis of the Influence of Low Frequency Vibration on Bubble Growth.

Numerical Analysis of the Influence of Low Frequency Vibration on Bubble Growth.

Numerical Analysis of the Influence of Low Frequency Vibration on Bubble Growth.

Numerical Analysis of the Influence of Low Frequency Vibration on Bubble Growth.

Numerical simulation of bubble growth during pool boiling under the influence of low frequency vibration was performed to understand the influence of common vibrations such as those induced by wind, highway transportation, and nearby mechanical devices on the performance of thermal systems that rely on boiling. The simulations were done for saturated R123 boiling at 277.6 K with a 15 K wall superheat. The numerical volume-of-fluid method (fixed grid) was used to define the liquid-vapor interface. The basic bubble growth characteristics including the bubble departure diameter and the bubble departure time were determined as a function of the bubble contact angle (20°-80°), the vibration displacement (10 µm-50 µm), the vibration frequency (5 Hz-25 Hz), and the initial vibration direction (positive or negative). The bubble parameters were shown to be strongly dependent on the bubble contact angle at the surface. For example, both the bubble departure diameter and the bubble departure time increased with the contact angle. At the same vibration frequency and the initial vibration direction, the bubble departure diameter and the bubble departure time both decreased with increasing vibration displacement. In addition, the vibration frequency had a greater effect on the bubble growth characteristics than did the vibration displacement. The vibration frequency effect was strongly influenced by the initial vibration direction. The pressure contour, the volume fraction of vapor phase, the temperature profile, and the velocity vector were investigated to understand these dynamic bubble behaviors. The limitation of the computational fluid dynamics approach was also described.

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