Gong Yaopeng, Zhang Li, Yuan Yidan, Ma Weimin, Huang Shanfang
Department of Engineering Physics, Tsinghua University, Beijing, China.
CNNC Key Laboratory for Severe Accident Research in Nuclear Power Safety, China Nuclear Power Engineering Co., Ltd., Beijing, China.
Heliyon. 2024 Sep 20;10(19):e37992. doi: 10.1016/j.heliyon.2024.e37992. eCollection 2024 Oct 15.
Aerodynamic levitation stands as a contactless method for thermophysical property measurement of molten oxides at high temperatures, offering the advantage of eliminating sample contamination and enabling surface tension measurement through the oscillating drop method. However, the presence of oscillation mode splitting results in an underestimation of surface tension. By improving levitation stability and optimizing the acoustic excitation method for the levitated drops, this study successfully eliminates oscillation mode splitting for the first time. The = 2 resonance frequency is directly measured, which is used to calculate surface tension according to the Rayleigh equation. Taking AlO as a representative of oxides, this study demonstrates the accurate surface tension measurement during the frequency scan process when oscillation mode splitting is absent. Additionally, combining damped oscillation analysis with the frequency scan reduces measurement uncertainty from 2.8 % to 1.5 %. Within the temperature range of 2336K-2923K, the surface tension of molten AlO is determined to be γ = -(4.071 ± 2.688) × 10 (-2327)+(0.7465 ± 0.074) N/m. Underestimation of surface tension is prevented when the = 2 resonance frequency is used for surface tension calculations. The frequency crossover method which is used for surface tension measurement is also found to be affected by oscillation mode splitting.
气动悬浮是一种用于高温下熔融氧化物热物理性质测量的非接触式方法,具有消除样品污染的优点,并能通过振荡液滴法进行表面张力测量。然而,振荡模式分裂的存在导致表面张力被低估。通过提高悬浮稳定性和优化悬浮液滴的声激发方法,本研究首次成功消除了振荡模式分裂。直接测量了(n = 2)的共振频率,并根据瑞利方程用于计算表面张力。以(AlO)作为氧化物的代表,本研究展示了在不存在振荡模式分裂的频率扫描过程中准确的表面张力测量。此外,将阻尼振荡分析与频率扫描相结合,将测量不确定度从(2.8%)降低到(1.5%)。在(2336K - 2923K)的温度范围内,熔融(AlO)的表面张力确定为(\gamma = -(4.071 \pm 2.688)×10^{(-2327)}+(0.7465 \pm 0.074) N/m)。当使用(n = 2)的共振频率进行表面张力计算时,可防止表面张力被低估。还发现用于表面张力测量的频率交叉法也受到振荡模式分裂的影响。