[1] Teixeira M A C, Arscott S, Cox S J and Teixeira P I C 2018 When is a surface foam-phobic or foam-philic? Soft Matter 14 5369-82.
[2] Pakpour M, Habib M, Mller P and Bonn D 2012 How to construct the perfect sandcastle Sci. Rep. 2 549.
[3] Men Y, Zhang X and Wang W 2009 Capillary liquid bridges in atomic force microscopy (AFM): Formation, rupture, and hysteresis J. Chem. Phys. 131 184702.
[4] Edwards R B 1972 Joint tolerances in capillary copper piping joints Welding Journal 6 321-4.
[5] Vagharchakian L, Restagno F and L�eger L 2009 Capillary bridge formation and breakage: a test to characterize antiadhesive surfaces J. Phys. Chem. B 113 3769-75.
[6] Alencar A M, Majumdar A, Hantos Z, Buldyrev S V, Stanley H E and Suki B 2005 Crackles and instabilities during lung inflation Physica A 357 18-26.
[7] Persson B N J 2007 Wet adhesion with application to tree frog adhesive toe pads and tires J. Phys.: Condens. Matter 19 376110.
[8] Prakash M, Quere D and Bush J W M 2008 Surface tension transport of prey by feeding shorebirds: The capillary ratchet Science 320 931-4.
[9] Washburn E W 1921 The dynamics of capillary flow Phys. Rev. 17 273-83.
[10] Nagy N 2019 Contact angle determination on hydrophilic and superhydrophilic surfaces by using r-theta-type capillary bridges Langmuir 35 5202-12.
[11] Israelachvili J N 2011 Intermolecular and Surface Forces, Third edition (Amsterdam: Elsevier, Inc.).
[12] Delaunay C E 1841 Sur la Surface de Revolution dont la Courbure Moyenne est Constante J. Math. Pures Appl. 6 309-14.
[13] Plateau J A F 1873 Statique experimentale et theorique des Liquides soumis aux seules Forces moleculaires (Paris: Gauthier-Villars).
[14] Strutt J W (Lord Rayleigh) 1878 On the instability of jets Proc. London Math. Soc. 10 4-13.
[15] Mason G and Clark W C 1965 Liquid bridges between spheres Chem. Eng. Sci. 20 859-66.
[16] Mason G C 1970 An experimental determination of the stable length of cylindrical liquid bubbles J. Colloid Interface Sci. 32 172-6.
[17] Erle M A, Gillette R D and Dyson D C 1970 Stability of interfaces of revolution with constant surface tension. The case of the catenoid Chem. Eng. J. 1 97-109.
[18] Erle M A, Dyson D C and Morrow N R 1971 Liquid bridges between cylinders, in a torus, and between spheres AIChE J. 17 115-21.
[19] Gillette R D and Dyson R C 1971 Stability of fluid interfaces of revolution between equal solid circular plates Chem. Eng. J. 2 44-54.
[20] Padday, J F 1972 Tables of the profiles of axisymmetric menisci J. Electroanal. Chem. 37 313-6.
[21] Orr F M, Scriven L E and Rivas A P 1975 Pendular rings between solids: meniscus properties and capillary forces J. Fluid Mech. 67 723-42.
[22] Coriell R, Hardy S C and Cordes M R 1977 Stability of liquid zones J. Colloid Interface Sci. 60 126-36.
[23] Fortes M A 1982 Axisymmetric liquid bridges between parallel plates J. Colloid Interface Sci. 88 338-52.
[24] Meseguer J 1984 Stability of slender, axisymmetric liquid bridges between unequal disks J. Cryst. Growth 67 141-3.
[25] Martinez L and Perales J M 1986 Liquid bridge stability data J. Cryst, Growth 78 369-78.
[26] Mazzone D N, Tardos G I and Pfeffer R 1986 The effect of gravity on the shape and strength of a liquid bridge between two spheres J. Colloid Interface Sci. 113 544-56.
[27] Russo M J and Steen P H 1986 Instability of rotund capillary bridges to general disturbances, experiment and theory J. Colloid Interface Sci. 113 154-63.
[28] Martinez I, Haynes J M and Langbein D 1987 Fluid statics and capillarity Fluid Sciences and Material Science in Space (Berlin, Heidelberg: Springer-Verlag) pp 53-81.
[29] Vogel T I. 1987 Stability of a liquid drop trapped between two parallel planes SIAM J. Appl. Math. 47 516-25.
[30] Perales J M, Meseguer J and Martinez I 1991 Minimum volume stability limits for axisymmetric liquid bridges subject to steady axial acceleration J. Cryst. Growth 110 855-61.
[31] Slobozhanin L A and Perales J M 1993 Stability of liquid bridges between equal disks in an axial gravity field Phys. Fluids A 5 1305-14.
[32] Bezdenejnykh N A, Meseguer J and Perales J M 1992 Experimental analysis of stability limits of capillary liquid bridges Phys. Fluids A 4 677-80.
[33] van Honschoten J W, Tas N R and Elwenspoek M 2010 The profile of a capillary liquid bridge between solid surfaces Am. J. Phys. 78 277.
[34] Wang Y, Michielsen S and Lee H J 2013 Symmetric and asymmetric capillary bridges between a rough surface and a parallel surface Langmuir 29 11028-137.
[35] Chen H, Amirfazli A and Tang T 2013 Modeling liquid bridge between surfaces with contact angle hysteresis Langmuir 29 3310-9.
[36] Petkov P V and Radoev B P 2014 Statics and dynamics of capillary bridges, Col. Surf. A 460 18-27.
[37] Broesch D J and Frechette J 2012 From concave to convex: Capillary bridges in slit pore geometry Langmuir 28 15548-54.
[38] Gao L and McCarthy T J 2009 Wetting 101 Langmuir 25 14105-15.
[39] Isenberg C 1978 The Science of Soap Films and Soap Bubbles (Clevedon: Tieto Ltd.).
[40] Recall that theta is the inclination angle measured relative to the horizontal axis x, so theta equals
the physical contact angle, theta_c^b, at the bottom substrate, but the supplementary contact angle, pi-theta_c^t, at the top substrate.
[41] Willett C D, Adams M J, Johnson S A and Seville J P K 2000 Capillary bridges between two
spherical bodies Langmuir 16 9396-405.
[42] Maeda N, Israelachvili J N and Kohonen M M 2003 Evaporation and instabilities of microscopic capillary bridges PNAS 100 803-8.
[43] Valencia A, Brinkmann M and Lipowsky R 2001 Liquid bridges in chemically structured slit pores Langmuir 17 3390-9.
[44] Swain P S and Lipowsky R 2008 Wetting between structured surfaces: Liquid bridges and induced forces Europhys. Lett. 49 203-9.
[45] Bergeron V 1997 Disjoining pressures and film stability of alkyltrimethylammonium bromide foam films Langmuir 13 3474-82.
[46] Stubenrauch C and von Klitzing R 2003 Disjoining pressure in thin liquid foam and emulsion films{new concepts and perspectives J. Phys.: Condens. Matter 15 R1197-232.
[47] Fortes M A, Teixeira P I C and Deus A M 2007 The shape of soap films and Plateau borders J. Phys.: Condens. Matter 19 246106.