Coalescence of Two Immiscible Liquid Drops

When two immiscible liquid drops suspended in a third immiscible liquid are brought into contact, three equilibrium configurations which depend upon the spreading coefficients are possible. Experiments for a large number of systems, including three phase emulsions, confirm the theory and indicate the mechanisms of reaching equilibrium.

[1]  Irving Langmuir,et al.  Oil Lenses on Water and the Nature of Monomolecular Expanded Films , 1933 .

[2]  S. G. Mason,et al.  Effects of electric fields on coalescence in liquid+liquid systems , 1961 .

[3]  L. Old,et al.  L-asparagine and leukemia. , 1968, Scientific American.

[4]  S. G. Mason,et al.  Particle motions in sheared suspensions XII. Deformation and burst of fluid drops in shear and hyperbolic flow , 1961 .

[5]  W. D. Harkins Linear or Edge Energy and Tension as Related to the Energy of Surface Formation and of Vaporization , 1937 .

[6]  S. G. Mason,et al.  Particle motions in sheared suspensions: VIII. Singlets and doublets of fluid spheres , 1959 .

[7]  S. G. Mason,et al.  The mechanism of partial coalescence of liquid drops at liquid/liquid interfaces☆ , 1960 .

[8]  H. Brenner,et al.  Particle motions in sheared suspensions , 1959 .

[9]  S. G. Mason,et al.  Particle behaviour in shear and electric fields I. Deformation and burst of fluid drops , 1962, Proceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences.

[10]  F. C. Macintosh,et al.  Semipermeable aqueous microcapsules. I. Preparation and properties. , 1966, Canadian journal of physiology and pharmacology.

[11]  G. G. Stokes "J." , 1890, The New Yale Book of Quotations.

[12]  S. G. Mason,et al.  Particle motions in sheared suspensions. XIV. Coalescence of liquid drops in electric and shear fields , 1962 .

[13]  H. Saltsburg,et al.  Curved Fluid Interfaces. II. The Generalized Neumann Formula , 1957 .

[14]  S. G. Mason,et al.  Particle motions in sheared suspensions , 1964 .