TY - JOUR
T1 - Analysis of critical conditions for air bubble detachment from freezing fronts under different gravitational environments
AU - Shao, Keke
AU - Song, Mengjie
AU - Shen, Jun
AU - Kim, Dong Rip
AU - Zhang, Xuan
AU - Zhang, Long
AU - Zhen, Zekang
N1 - Publisher Copyright:
© 2025
PY - 2025
Y1 - 2025
N2 - Extraterrestrial water resources like water ice are essential for space activities. Exploration of ice formation processes in different gravitational environments will contribute to developing and utilizing these water ice resources. The formation of air bubbles on freezing fronts during icing is a common phenomenon, and their behavior of detachment or trapping directly affects ice properties. Mathematical modeling of the forces acting on air bubbles on freezing fronts is developed to investigate air bubbles' detachment and trapping conditions under different gravitational accelerations. The main forces affecting the state of bubbles are the lift force composed of buoyant, Marangoni, and thermomolecular forces, and the drag force composed of adhesion force and gravity. The equilibrium of the lift force and drag force is the critical mechanical condition for air bubble detachment and trapping, and the bubble radius at this time is defined as the critical detachment radius. The experimentally validated mathematical model predicts the air bubble detachment radius with an accuracy of > 65%, which is higher than the 30% of the existing model. The analysis reveals that among the forces affecting the bubble state, the Marangoni and adhesion forces are the dominant factors. The tilt angle of the freezing front, temperature gradient, and liquid density affect the bubble detachment radius, with the temperature gradient having the greatest effect. The study of the critical conditions for air bubble detachment and trapping under different gravitational environments can provide references for engineering applications such as space activities, metal casting, anti-icing, and deicing, as well as enrich the liquid-solid phase change mechanism.
AB - Extraterrestrial water resources like water ice are essential for space activities. Exploration of ice formation processes in different gravitational environments will contribute to developing and utilizing these water ice resources. The formation of air bubbles on freezing fronts during icing is a common phenomenon, and their behavior of detachment or trapping directly affects ice properties. Mathematical modeling of the forces acting on air bubbles on freezing fronts is developed to investigate air bubbles' detachment and trapping conditions under different gravitational accelerations. The main forces affecting the state of bubbles are the lift force composed of buoyant, Marangoni, and thermomolecular forces, and the drag force composed of adhesion force and gravity. The equilibrium of the lift force and drag force is the critical mechanical condition for air bubble detachment and trapping, and the bubble radius at this time is defined as the critical detachment radius. The experimentally validated mathematical model predicts the air bubble detachment radius with an accuracy of > 65%, which is higher than the 30% of the existing model. The analysis reveals that among the forces affecting the bubble state, the Marangoni and adhesion forces are the dominant factors. The tilt angle of the freezing front, temperature gradient, and liquid density affect the bubble detachment radius, with the temperature gradient having the greatest effect. The study of the critical conditions for air bubble detachment and trapping under different gravitational environments can provide references for engineering applications such as space activities, metal casting, anti-icing, and deicing, as well as enrich the liquid-solid phase change mechanism.
KW - Air bubble
KW - Detachment and trapping
KW - Force analysis
KW - Freezing front
KW - Gravitational acceleration
UR - http://www.scopus.com/inward/record.url?scp=105003653027&partnerID=8YFLogxK
U2 - 10.1016/j.fmre.2025.03.014
DO - 10.1016/j.fmre.2025.03.014
M3 - Article
AN - SCOPUS:105003653027
SN - 2096-9457
JO - Fundamental Research
JF - Fundamental Research
ER -