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Pacific Journal of Mathematics

Volumn 224, Issue 2, 2006, Pages 367-377

Convex, rotationally symmetric liquid bridges between spheres

(1) Vogel, Thomas I a

a TEXAS A AND M UNIVERSITY (United States)

Author keywords

Capillarity; Constant mean curvature; Stability

Indexed keywords

EID: 70349644985 PISSN: 00308730 EISSN: None Source Type: Journal
DOI: 10.2140/pjm.2006.224.367 Document Type: Article

Times cited : (21)

References (13)

1
- 0040844889
- The use of Delaunay curves for the wetting of axisymmetric bodies
- MR 95c:53007 Zbl 0824.53007
- P. Basa, J. C. Schön, and P. Salamon, "The use of Delaunay curves for the wetting of axisymmetric bodies" , Quart. Appl. Math. 52:1 (1994), 1-22. MR 95c:53007 Zbl 0824.53007
- (1994) Quart. Appl. Math. , vol.52 , Issue.1 , pp. 1-22
- Basa, P.¹ Schön, J.C.² Salamon, P.³

2
- 0004381884
- Equilibrium capillary surfaces
- Springer New York MR 88f:49001 Zbl 0583.35002
- R. Finn, Equilibrium capillary surfaces, Grundlehren der Math. Wiss. 284, Springer, New York, 1986. MR 88f:49001 Zbl 0583.35002
- (1986) Grundlehren der Math. Wiss. , vol.284
- Finn, R.¹

3
- 0002756704
- On the volume infimum for liquid bridges
- MR 95d:76021 Zbl 0760.76015
- R. Finn and T. I. Vogel, "On the volume infimum for liquid bridges", Z. Anal. Anwendungen 11:1 (1992), 3-23. MR 95d:76021 Zbl 0760.76015
- (1992) Z. Anal. Anwendungen , vol.11 , Issue.1 , pp. 3-23
- Finn, R.¹ Vogel, T.I.²

4
- 0001220422
- Stable constant mean curvature surfaces minimize area
- MR 98e:53007 Zbl 0878.49026
- K. Grosse-Brauckmann, "Stable constant mean curvature surfaces minimize area", Pacific J. Math. 175:2 (1996), 527-534. MR 98e:53007 Zbl 0878.49026
- (1996) Pacific J. Math. , vol.175 , Issue.2 , pp. 527-534
- Grosse-Brauckmann, K.¹

5
- 33750008743
- Surfaces with constant mean curvature
- American Mathematical Society, Providence RI MR 2004m:53014 Zbl 1042.53001
- K. Kenmotsu, Surfaces with constant mean curvature, Translations of Mathematical Monographs 221, American Mathematical Society, Providence, RI, 2003. MR 2004m:53014 Zbl 1042.53001
- (2003) Translations of Mathematical Monographs , vol.221
- Kenmotsu, K.¹

6
- 0345242168
- The mathematics of soap films: explorations with Maple
- American Mathematical Society, Providence MR 2002c:53013 Zbl 0972.53003
- J. Oprea, The mathematics of soap films: explorations with Maple, Student Mathematical Library 10, American Mathematical Society, Providence, RI, 2000. MR 2002c:53013 Zbl 0972.53003
- (2000) Student Mathematical Library , vol.10
- Oprea, J.¹

7
- 0023366145
- Stability of a liquid drop trapped between two parallel planes
- MR 88e:53010 Zbl 0627.53004
- T. I. Vogel, "Stability of a liquid drop trapped between two parallel planes", SIAM J. Appl. Math. 47:3 (1987), 516-525. MR 88e:53010 Zbl 0627.53004
- (1987) SIAM J. Appl. Math. , vol.47 , Issue.3 , pp. 516-525
- Vogel, T.I.¹

8
- 0000611933
- Stability of a liquid drop trapped between two parallel planes II: General contact angles'
- MR 90k:53013 Zbl 0691.53007
- T. I. Vogel, "Stability of a liquid drop trapped between two parallel planes, II: General contact angles', SIAM J. Appl. Math. 49:4 (1989), 1009-1028. MR 90k:53013 Zbl 0691.53007
- (1989) SIAM J. Appl. Math. , vol.49 , Issue.4 , pp. 1009-1028
- Vogel, T.I.¹

9
- 0039424575
- Non-linear stability of a certain capillary surface
- MR 2000k:53009 Zbl 0959.53008
- T. I. Vogel, "Non-linear stability of a certain capillary surface", Dynam. Contin. Discrete Impuls. Systems 5:1-4 (1999), 1-15. MR 2000k:53009 Zbl 0959.53008
- (1999) Dynam. Contin. Discrete Impuls. Systems , vol.5 , pp. 1-15
- Vogel, T.I.¹

10
- 0011218841
- Sufficient conditions for capillary surfaces to be energy minima
- MR 2001j:58023 Zbl 1021.58014
- T. I. Vogel, "Sufficient conditions for capillary surfaces to be energy minima", Pacific J. Math. 194:2 (2000), 469-489. MR 2001j:58023 Zbl 1021.58014
- (2000) Pacific J. Math. , vol.194 , Issue.2 , pp. 469-489
- Vogel, T.I.¹

11
- 0036803479
- Local energy minimality of capillary surfaces in the presence of symmetry
- MR 2003k:58018 Zbl 1050.58011
- T. I. Vogel, "Local energy minimality of capillary surfaces in the presence of symmetry", Pacific J. Math. 206:2 (2002), 487-509. MR 2003k:58018 Zbl 1050.58011
- (2002) Pacific J. Math. , vol.206 , Issue.2 , pp. 487-509
- Vogel, T.I.¹

12
- 70349635885
- Comments on radially symmetric liquid bridges with inflected profiles
- T. I. Vogel, "Comments on radially symmetric liquid bridges with inflected profiles", Discrete Contin. Dynam. Systems Suppl. 2005 (2005), 862-867.
- (2005) Discrete Contin. Dynam. Systems Suppl. , vol.2005 , pp. 862-867
- Vogel, T.I.¹

13
- 0001057167
- On stability of a catenoidal liquid bridge
- MR 98d:53015 Zbl 0868.76019
- L. Zhou, "On stability of a catenoidal liquid bridge", Pacific J. Math. 178:1 (1997), 185-198. MR 98d:53015 Zbl 0868.76019
- (1997) Pacific J. Math. , vol.178 , Issue.1 , pp. 185-198
- Zhou, L.¹

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