Miller D L, Neppiras E A
J Acoust Soc Am. 1985 Mar;77(3):946-53. doi: 10.1121/1.392062.
Small pores in hydrophobic membranes trap gas when the membrane is immersed in aqueous media, and the resulting "gas bodies" may be used for studying biophysical effects of ultrasonic cavitation. In a previous study [D. L. Miller and W. L. Nyborg, J. Acoust. Soc. Am. 73, 1537-1544 (1983)], two modes of oscillation, a "pistonlike" and a "membranelike" mode, were described theoretically, and either model appears capable of qualitatively explaining observations of the linear behavior of the gas-filled micropores. In this study, low-amplitude nonlinear theory is employed with observations of second harmonic emissions to show that the membranelike model is the more appropriate model for the 3.4- and 4.0-microns-diam micropores tested at 0.81 and 1.62 MHz. In addition, this model is expanded to include the case for which the gas is asymmetrically situated in a pore, to discuss the motion of the three-phase line at the periphery of an air-water interface in a pore, and to suggest an explanation of the phenomenon of gas loss from the pores when the incident field intensity is raised. Knowledge of the behavior of the gas-filled micropores in an ultrasonic field should allow a more complete understanding of biological effects on cells exposed to this form of cavitation activity.
当疏水膜浸入水介质中时,其小孔会捕获气体,产生的“气体团”可用于研究超声空化的生物物理效应。在之前的一项研究中[D. L. 米勒和W. L. 尼博格,《美国声学学会杂志》73, 1537 - 1544 (1983)],从理论上描述了两种振荡模式,即“活塞状”模式和“膜状”模式,两种模型似乎都能够定性地解释充气微孔线性行为的观测结果。在本研究中,运用低振幅非线性理论并结合二次谐波发射的观测结果表明,对于在0.81和1.62 MHz频率下测试的直径为3.4微米和4.0微米的微孔,膜状模型是更合适的模型。此外,该模型得到扩展,以包括气体在孔中不对称分布的情况,讨论孔中空气 - 水界面周边三相线的运动,并对入射场强度升高时孔中气体损失的现象给出一种解释。了解超声场中充气微孔的行为应有助于更全面地理解这种空化活动形式对细胞的生物学效应。