接触角
曲率
润湿
表面张力
曲率半径
半径
坐滴法
下降(电信)
润湿转变
张力(地质)
光学
材料科学
直线(几何图形)
复合材料
几何学
平均曲率
物理
热力学
极限抗拉强度
电信
流量平均曲率
计算机科学
计算机安全
数学
作者
Abraham Marmur,Boris Krasovitski
出处
期刊:Langmuir
[American Chemical Society]
日期:2002-10-03
卷期号:18 (23): 8919-8923
被引量:66
摘要
Line tension for drops on spherical surfaces is approximately calculated and shown to depend on the contact angle and on the curvature of the spherical surface normalized with respect to the curvature of the drop. It is predicted that (a) the contact angle, at which the transition from positive to negative line tensions occurs, decreases with an increase in the solid surface curvature; (b) line tension is very sensitive to the curvature of the solid surface for low contact angles, but this sensitivity decreases as the contact angle increases; and (c) increased curvature of the solid surface decreases the value of line tension. The significance of line tension to wetting is discussed in terms of a critical contact-line radius, Rc, above which the effect of line tension on the contact angle is experimentally indistinguishable. For acute contact angles, except for relatively low ones, Rc is smaller than a few micrometers and sharply decreases when the contact angle approaches 90°. For obtuse contact angles, Rc is smaller than a few tens of nanometers and also sharply decreases when the contact angle approaches 90°.
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