Squeeze flow theory and applications to rheometry: A review

Journal of Non-Newtonian Fluid Mechanics

Volumn 132, Issue 1-3, 2005, Pages 1-27

  Engmann, Jan ^a   Servais, Colin ^a   Burbidge, Adam S ^a  

^a NESTLÉ RESEARCH CENTER   (Switzerland)

Author keywords

Biaxial extension; Compression; Lubrication approximation; Planar extension; Rheometry; Squeeze flow; Wall slip

Indexed keywords

BOUNDARY CONDITIONS; DEFORMATION; ELASTICITY; NEWTONIAN FLOW; RHEOLOGY; VISCOELASTICITY; YIELD STRESS;

BIAXIAL EXTENSION; LUBRICATION APPROXIMATION; PLANAR EXTENSION; RHEOMETRY; SQUEEZE FLOW; WALL SLIP;

FLOW OF FLUIDS;

COMPRESSION; LUBRICATION; RHEOMETRY;

EID: 29544448160     PISSN: 03770257     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jnnfm.2005.08.007     Document Type: Review

References (200)

1. H.T. See J.S. Field B. Pfister The response of electrorheological fluid under oscillatory squeeze flow J. Non-Newtonian Fluid Mech. 84 1999 149-158
2. S.H. Chu S.J. Lee An experimental study on the squeezing flow of electrorheological suspensions J. Rheol. 44 2000 105-120
3. C.Y. Lee C.Y. Wen The oscillatory squeeze flow of electrorheological fluid considering the inertia effect Smart Mat. Struct. 11 4 2002 553-560
4. Y. Tian S.Z. Wen Y.G. Meng Compressions of electrorheological fluids under different initial gap distances Phys. Rev. E 67 5 2003 51501
5. A.K. El Wahed J.L. Sproston R. Stanway E.W. Williams An improved model of electrorheological fluids in squeeze-flow through model updating of the estimated yield stress J. Sound Vibr. 268 3 2003 581-599
6. R. Törnqvist P. Sunderland J.A.E. Månson Non-isothermal process rheology of thermoplastic composites for compression flow moulding Composites Part A 31 9 2000 917-927
7. J.L. Kokini J.B. Kadane E.L. Cussler Liquid texture perceived in the mouth J. Texture Stud. 8 1977 195-218
8. J.L. Kokini E.L. Cussler The psychophysics of fluid food texture in: H. Moskowitz (Ed.) Food Texture: Instrumental and Sensory Measurement 1987 Dekker 97-127
9. M.A. Nicosia J. Robbins The fluid mechanics of bolus ejection from the oral cavity J. Biomech. 34 12 2001 1537-1544
10. S. Swyngedau M. Peleg A model for the compressibility of food-finger(s) arrays J. Rheol. 36 1 1992 45-56
11. A.G. Gibson G. Kotsikos J.H. Bland S. Toll Squeeze flow in: A.A. Collyer D.W. Clegg (Eds.) Rheological Measurement 1998 Kluwer 550-592
12. G.H. Meeten Yield stress of structured fluids measured by squeeze flow Rheol. Acta 39 2000 399-408
13. G.H. Meeten Constant-force squeeze flow of soft solids Rheol. Acta 41 2002 557-566
14. O.H. Campanella M. Peleg Squeezing flow viscometry for nonelastic semiliquid foods - theory and applications Crit. Rev. Food Sci. Nutr. 42 3 2002 241-264
15. B. Debbaut Non-isothermal and viscoelastic effects in the squeeze flow between infinite plates J. Non-Newtonian Fluid Mech. 98 2001 15-31
16. C. Lanos A. Doustens Rhéométrie des écoulements entre plateaux paralleles: Réflexions Eur. J. Mech. Eng. 39 1994 77-89
17. R. Aris Vectors, Tensors and the Basic Equations of Fluid Mechanics 1990 Dover
18. R.B. Bird R.C. Armstrong O. Hassager Dynamics of Polymeric Liquids. Vol. 1: Fluid Mechanics 1987 Wiley
19. F.A. Morrison Understanding Rheology 2001 Oxford University Press
20. S. Middleman An Introduction to Fluid Dynamics 1998 Wiley
21. E.B. Bagley D.D. Christianson J.A. Martindale Uniaxial compression of a hard wheat flour dough: Data analysis using the UCM model J. Texture Stud. 19 1988 289-305
22. R. Hill The Mathematical Theory of Plasticity 1950 Clarendon Press
23. J. Lubliner Plasticity Theory 1990 Macmillan
24. R. Wagoner J.-L. Chenot Fundamentals of Metal Forming 1997 Wiley
25. R. Wagoner J.-L. Chenot Metal Forming Analyis 2001 Cambridge University Press
26. R.I. Tanner Engineering Rheology second ed. 2000 Oxford University Press
27. C.J.S. Petrie Elongational Flows 1979 Pitman
28. J.M. Maerker W.R. Schowalter Biaxial extension of an elastic liquid Rheol. Acta 13 1974 627-638
29. P. Shirodkar A. Bravo S. Middleman Lubrication flows in viscoelastic liquids. 2. Effect of slip Chem. Eng. Comm. 14 3-6 1982 151-175
30. P. Shirodkar S. Middleman Lubrication flows in viscoelastic liquids. 1. Squeezing flow between approaching parallel rigid planes J. Rheol. 26 1 1982 1-17
31. S. Nasseri L. Bilston B. Fasheun R.I. Tanner Modelling the biaxial elongational deformation of soft solids Rheol. Acta 43 1 2004 68-79
32. H. Mavridis G.D. Bruce G.J. Vancso G.C. Wheatherly J. Vlachopoulos Deformation patterns in the compression of polypropylene disks: experiments and simulation J. Rheol. 36 1 1991 27-43
33. M.J. Adams I. Aydin B.J. Briscoe S.K. Sinha A finite element analysis of the squeeze flow of an elasto-viscoplastic material J. Non-Newtonian Fluid Mech. 71 1997 41-57
34. J. Stefan Versuche über die scheinbare Adhäsion Sitz. Kais. Akad. Wiss. Math. Nat. Wien 69 2 1874 713-735
35. O. Reynolds On the theory of lubrication and its application Phil. Trans. Royal Soc. Lond. 177 1886 157-234
36. J.R. Scott Theory and application of the parallel-plate plastometer Trans. Inst. Rubber Ind. 7 1931 169-186
37. R.J. Grimm Squeezing flow of Newtonian liquid films - analysis including fluid inertia Appl. Sci. Res. 32 1976 149-166
38. P.J. Leider R.B. Bird Squeezing flow between parallel disks: I. Theoretical analysis Ind. Eng. Chem. Fund. 13 1974 336-341
39. G. Brindley J.M. Davies K. Walters Elastico-viscous squeeze films. Part 1 J. Non-Newtonian Fluid Mech. 1 1976 19-37
40. T.J. Pratt D.J. James The viscous squeeze-film behaviour of shear-thinning fluids J. Non-Newtonian Fluid Mech. 27 1 1988 27-46
41. D.K. Gartling N. Phan-Thien A numerical simulation of a plastic fluid in a parallel-plate plastometer J. Non-Newtonian Fluid Mech. 14 1984 347-360
42. G.G. Lipscomb M.M. Denn Flow of Bingham fluids in complex geometries J. Non-Newtonian Fluid Mech. 14 1984 337-346
43. G.H. Covey B.R. Stanmore Use of the parallel-plate plastometer for the characterisation of viscous fluids with a yield stress J. Non-Newtonian Fluid Mech. 8 1981 249-260
44. C.J. Lawrence G.M. Corfield Non-viscometric flow of viscoplastic materials: Squeeze flow in: M.J. Adams B.J. Briscoe R. Mashelkar (Eds.) Dynamics of Complex Fluids 1998 Imperial College Press 379-393
45. A. Lawal D.M. Kalyon Squeezing flow of viscoplastic fluids subject to wall slip Polym. Eng. Sci. 38 11 1998 1793-1804
46. M.A. McClelland B.A. Finlayson Squeezing flow of elastic liquids J. Non-Newtonian Fluid Mech. 13 2 1983 181-201
47. N. Phan-Thien R.I. Tanner Viscoelastic squeeze-film flows - Maxwell fluids J. Fluid Mech. 129 1983 265-281
48. N. Phan-Thien R.I. Tanner Lubrication squeeze film theory for the Oldroyd-B fluid J. Non-Newtonian Fluid Mech. 14 1984 327-335
49. N. Phan-Thien W. Walsh Squeeze-film flow of an Oldroyd-B fluid ZAMP 35 1984 747-759
50. N. Phan-Thien J. Dudek D.V. Boger Squeeze film flow of ideal elastic liquids J. Non-Newtonian Fluid Mech. 18 1985 227-254
51. N. Phan-Thien F. Sugeng R.I. Tanner The squeeze-film flow of a viscoelastic fluid J. Non-Newtonian Fluid Mech. 24 1 1987 97-119
52. N. Phan-Thien H.T. Low Squeeze-film flow of a viscoelastic fluid-a lubrication model J. Non-Newtonian Fluid Mech. 28 2 1988 129-148
53. E.A. Hamza D.A. MacDonald A fluid film squeezed between two plane surfaces J. Fluid Mech. 109 1981 147-160
54. W.W. Klingbeil R.S. Shield Large-deformation analyses of bonded elastic mounts ZAMP 17 1966 281-305
55. N. Phan-Thien Squeezing flow of a viscoelastic solid J. Non-Newtonian Fluid Mech. 95 2000 343-362
56. J.M. Kramer Large deformations of viscoelastic squeeze films Appl. Sci. Res. 30 1974 1-16
57. Y. Mochimaru Fast squeezing flow of viscoelastic fluids J. Non-Newtonian Fluid Mech. 9 1-2 1981 157-178
58. N. Roussel, C. Lanos, Z. Toutou, Bingham fluid flow parameters identification using a simple squeeze test, J. Non-Newtonian Fluid Mech., submitted for publication.
59. K.J. Zwick P.S. Ayyaswamy I.M. Cohen Variational analysis of the squeezing of a yield stress fluid J. Non-Newtonian Fluid Mech. 63 1996 179-199
60. R.R. Huilgol Variational principle and variational inequality for a yield stress fluid in the presence of slip J. Non-Newtonian Fluid Mech. 75 1998 231-251
61. M.J. Adams C. Edmondson D.G. Caughey R. Yahya An experimental and theoretical study of the squeeze-film deformation and flow of elastoplastic fluids J. Non-Newtonian Fluid Mech. 51 2-3 1994 61-78
62. E.J. O'Donovan R.I. Tanner Numerical study of the Bingham squeeze film problem J. Non-Newtonian Fluid Mech. 15 1984 75-83
63. S.D.R. Wilson Squeezing flow of a Bingham material J. Non-Newtonian Fluid Mech. 47 1993 211-219
64. A. Matsoukas E. Mitsoulis Geometry effects in squeeze flow of Bingham plastics J. Non-Newtonian Fluid Mech. 109 2003 231-240
65. D.N. Smyrnaios J.A. Tsamopoulos Squeeze flow of Bingham plastics J. Non-Newtonian Fluid Mech. 100 2001 165-190
66. H.M. Laun M. Rady O. Hassager Analytical solutions for squeeze flow with partial wall slip J. Non-Newtonian Fluid Mech. 81 1999 1-15
67. W.M. Deen Analysis of Transport Phenomena 1998 Oxford University Press
68. R.B. Bird W.E. Stewart E.N. Lightfoot Transport Phenomena second ed. 2002 Wiley
69. J.D. Jackson A study of squeezing flow Appl. Sci. Res. 11 1962 148-152
70. J.R. Scott Theory and application of the parallel-plate plastometer, Part 2 Trans. Inst. Rubber Ind. 10 1935 481-493
71. R.L. Peek Parallel plate plastometry J. Rheol. 3 3 1932 345-372
72. J.D. Sherwood G.H. Meeten C.A. Farrow N.J. Alderman Squeeze-film rheometry of non-uniform mudcakes J. Non-Newtonian Fluid Mech. 39 1991 311-334
73. N. Roussel C. Lanos Plastic fluid flow parameters identification using a simple squeeze test Appl. Rheol. 13 3 2003 132-141
74. M.M. Denn Are plug-flow regions possible in fluids exhibiting a yield stress? Dynam. Complex Fluids 1998 372-378
75. G.H. Meeten Squeeze flow of soft solids between rough surfaces Rheol. Acta 43 1-3 2004 6-16
76. G.H. Meeten Effects of plate roughness in squeeze flow rheometry J. Non-Newtonian Fluid Mech. 124 2004 51-60
77. S. Zahorski Viscoelastic properties in axially symmetric squeeze-film flows Arch. Mech. 31 3 1979 431-444
78. H.A. Barnes A review of the slip (wall depletion) of polymer solutions, emulsions and particle suspensions in viscometers: Its cause, character and cure J. Non-Newtonian Fluid Mech. 56 1995 221-251
79. M.J. Adams S.K. Biswas B.J. Briscoe M. Kamyab The effects of interface constraints on the deformation of pastes Powder Technol. 65 1-3 1991 381-392
80. J. Chakrabarty Theory of Plasticity 1987 McGraw-Hill
81. S. Kobayashi Upper-bound solutions of axisymmetric forming problems - II Trans. ASME 11 1964 326-332
82. S. Kobayashi E.G. Thomsen Upper- and lower-bound solutions to axisymmetric compression and extrusion problems Int. J. Mech. Sci. 7 1965 127-143
83. J.D. Sherwood D. Durban Squeeze flow of a power-law viscoplastic solid J. Non-Newtonian Fluid Mech. 62 1996 35-54
84. J.D. Sherwood D. Durban Squeeze flow of a Herschel-Bulkley fluid J. Non-Newtonian Fluid Mech. 77 1998 115-121
85. M.J. Adams B.J. Briscoe G.M. Corfield C.J. Lawrence The wall yield of rate-dependent materials in: M.J. Adams B.J. Briscoe R. Mashelkar (Eds.) Dynamics of Complex Fluids 1998 Imperial College Press 394-398
86. S.J. Lee M.M. Denn M.J. Crochet A.B. Metzner G.J. Riggins Compressive flow between parallel disks: I. Newtonian fluid with transverse viscosity gradient J. Non-Newtonian Fluid Mech. 10 1982 3-30
87. A.S. Burbidge C. Servais Squeeze flow of apparently lubricated thin films J. Non-Newtonian Fluid Mech. 124 1-3 2004 115-127
88. S.J. Lee M.M. Denn M.J. Crochet A.B. Metzner G.J. Riggins Compressive flow between parallel disks: II. Oscillatory behaviour of viscoelastic materials under a constant load J. Non-Newtonian Fluid Mech. 14 1984 301-325
89. A.C. Papanastasiou L.E. Scriven C.W. Macosko Analysis of lubricated squeezing flow Int. J. Num. Meth. Fluids 6 11 1986 819-839
90. M. Kompani D.C. Venerus Equibiaxial extensional flow of polymer melts via lubricated squeezing flow: I. Experimental analysis Rheol. Acta 39 2000 444-451
91. D.C. Venerus M. Kompani B. Bernstein Equibiaxial extensional flow of polymer melts via lubricated squeezing flow: II. Flow modeling Rheol. Acta 39 6 2000 574-582
92. J. Sherwood Squeeze flow of a dry foam J. Non-Newtonian Fluid Mech. 112 2-3 2003 115-128
93. Z. Toutou N. Roussel C. Lanos The squeezing test: A tool to identify firm cement-based material's rheological behaviour and evaluate their extrusion ability Cement Concrete Res. 35 10 2005 1891-1899
94. J. Sherwood Liquid-solid relative motion during squeezing flow of pastes J. Non-Newtonian Fluid Mech. 104 2002 1-32
95. A. Poitou G. Racineux A squeezing experiment showing binder migration in concentrated pastes J. Rheol. 45 3 2001 609-625
96. N. Roussel C. Lanos Y. Mélinge Induced heterogeneity in saturated flowing granular media Powder Technol. 138 1 2003 68-72
97. N. Delhaye A. Poitou M. Chaouche Squeeze flow of highly concentrated suspensions of spheres J. Non-Newtonian Fluid Mech. 94 2000 67-74
98. F. Chaari G. Racineux A. Poitou M. Chaouche Rheological behavior of sewage sludge and strain-induced dewatering Rheol. Acta 42 3 2002 273-279
99. M. Chaouche F. Chaari G. Racineux A. Poitou Comportement de fluides pâteux en écoulement d'écrasement Rhéologie 3 2003 46-52
100. F. Kolenda P. Retana G. Racineux A. Poitou Identification of rheological parameters by the squeezing test Powder Technol. 130 2003 56-62
101. J. Collomb F. Chaari M. Chaouche Squeeze flow of concentrated suspensions of spheres in Newtonian and shear-thinning fluids J. Rheol. 48 2 2004 405-416
102. M.J. Adams B.J. Briscoe D. Kothari C.J. Lawrence Strain localisation during the axisymmetric squeeze flow of a paste in: M.J. Adams B.J. Briscoe R. Mashelkar (Eds.) Dynamics of Complex Fluids 1998 Imperial College Press 399-404
103. F. Dupret V. Verleye Modelling the flow of fiber suspensions in narrow gaps in: D.A. Siginer (Ed.) Advances in the Flow and Rheology of Non-Newtonian Fluids 1998 Elsevier
104. M.R. Barone D.A. Caulk A model for the flow of a chopped fibre reinforced polymer compound in compression moulding J. Appl. Mech. 53 1985 361-371
105. S. Advani Flow and Rheology in Polymer Composites Manufacturing 1994 Elsevier
106. F. Folgar C.L. Tucker Orientation behavior of fibers in concentrated suspensions J. Reinforced Plastics Compos. 3 1984 98-119
107. T.A. Osswald C.L. Tucker A boundary element simulation of compression mould filling Polym. Eng. Sci. 28 7 1988 413-420
108. K.A. Ericsson S. Toll J.A.E. Manson The two-way interaction between anisotropic flow and fiber orientation in squeeze flow J. Rheo. 41 3 1997 491-511
109. R. Ducloux M. Vincent J.F. Agassant A. Poitou Simulation of compression moulding of long-glass-fiber-reinforced thermoplastic sheets Polym. Compos. 13 1992 30-37
110. W. Michaeli A. Oelgarth K. Brast N. Nölke Predicting compressive forces. Accurate determination of results from the flow behaviour of long fiber reinforced moulding compounds Kunststoffe 87 1997 855-857
111. A.G. Gibson S. Toll Mechanics of the squeeze flow of planar fibre suspensions J. Non-Newtonian Fluid Mech. 82 1 1999 1-24
112. R. Törnqvist C. Servais J.C. Ebinger J.A.E. Månson The role of fiber bundle interaction forces in non-isothermal compression molding of thermoplastic composites Polym. Compos. 22 1 2001 1-10
113. C. Servais A. Luciani J.A.E. Månson Squeeze flow of concentrated long fibre suspensions: Experiments and model J. Non-Newtonian Fluid Mech. 104 2-3 2002 165-184
114. S. Toll Note on the tube model for fiber suspensions J. Rheol. 37 1993 123-125
115. S. Toll J.A.E. Månson Dynamics of a planar concentrated fiber suspension with non-hydrodynamic interaction J. Rheol. 38 4 1994 985-997
116. C. Servais A. Luciani J.A.E. Månson Fiber-fiber interaction in concentrated suspensions: Dispersed fiber bundles J. Rheol. 43 4 1999 1005-1018
117. C. Servais J.A.E. Månson The relationship between steady-state and oscillatory shear viscosity in planar randomly oriented concentrated fibre suspensions J. Rheol. 43 4 1999 1019-1032
118. M.J. Adams B.J. Briscoe G.M. Corfield C.J. Lawrence T.D. Papathanasiou An analysis of the plane-strain compression of viscoplastic materials J. Appl. Mech. 64 2 1997 420-424
119. M.M. Denn G. Marrucci Squeeze flow between finite plates J. Non-Newtonian Fluid Mech. 87 1999 175-178
120. C.W. Macosko Rheology: Principles and Applications 1994 VCH-Wiley
121. X.D. Chen Slip and no-slip squeezing flow in a wedge Rheol. Acta 32 1993 477-482
122. S.D.R. Wilson Squeezing flow of a yield-stress fluid in a wedge of slowly-varying angle J. Non-Newtonian Fluid Mech. 50 1993 45-63
123. N. Phan-Thien Squeezing a viscoelastic liquid from a wedge: An exact solution J. Non-Newtonian Fluid Mech. 16 1984 329-345
124. B. Hoffner O.H. Campanella M.G. Corradini M. Peleg Squeezing flow of a highly viscous incompressible liquid pressed between slightly inclined lubricated wide plates Rheol. Acta 40 3 2001 289-295
125. R. Usha P. Vimala Curved squeeze film with inertial effects - energy integral approach Fluid Dyn. Res. 30 3 2002 139-153
126. R. Usha P. Vimala Theoretical investigation of unsteady squeeze flow in a curved Newtonian squeeze film J. Tribol. 124 4 2002 865-869
127. J. Happel H. Brenner Low Reynolds Number Hydrodynamics 1983 Kluwer
128. G.P. Lian Y. Xu W.B. Huang M.J. Adams On the squeeze flow of a power-law fluid between rigid spheres J. Non-Newtonian Fluid Mech. 100 1-3 2001 151-164
129. W.B. Huang Y. Xu G.P. Lian H.Y. Li Squeeze flow of a power-law fluid between two, rigid spheres with wall slip Appl. Math. Mech. 23 7 2002 811-818
130. H.Y. Li W.B. Huang Y. Xu G.P. Lian On the squeeze flow of a Bingham fluid between two rigid spheres Part. Sci. Techn. 22 1 2004 1-20
131. D.W. Parkins J.H. Woollam Behavior of an oscillating oil squeeze film J. Tribol. 108 1986 639-644
132. B.N.J. Persson F. Mugele Squeeze-out and wear: Fundamental principles and applications J. Phys. Cond. Matter 16 10 2004 295-355
133. G.J. Dienes H.F. Klemm Theory and application of the parallel plate plastometer J. Appl. Phys. 17 1946 458-471
134. A.N. Gent Theory of the parallel plate viscometer Brit. J. Appl. Phys. 11 2 1960 85-87
135. F. Avila D.M. Binding Normal and reverse squeezing flows J. Non-Newtonian Fluid Mech. 11 1-2 1981 111-126
136. J.S. Field M.V. Swain N. Phan-Thien An experimental investigation of the use of random squeezing to determine the complex modulus of viscoelastic fluids J. Non-Newtonian Fluid Mech. 65 2-3 1996 177-194
137. G.H. Meeten Squeeze flow between plane and spherical surfaces Rheol. Acta 40 2001 279-288
138. N. Yates P.J. Fryer The squeeze flow of food pastes in: D. Wood (Ed.) Proceedings of the World Congress on Chemical Engineering University of Melbourne 2001 566
139. S. Chatraei C.W. Macosko H.H. Winter Lubricated squeezing flow: A new biaxial extensional rheometer J. Rheol. 25 4 1981 433-443
140. A.C. Papanastasiou L.E. Scriven C.W. Macosko An integral constitutive equation for mixed flows: Viscoelastic characterization J. Rheol. 27 4 1983 387-410
141. P.R. Soskey H.H. Winter Equibiaxial extension of two polymer melts J. Rheol. 29 1985 493-517
142. R.F. Saraf R.S. Porter The mechanics of equibiaxial hydrostatic deformation in solid state: Isotactic propylene J. Rheol. 31 1 1987 59-94
143. M.A. McClelland B.A. Finlayson Squeezing flow of highly viscous polymers J. Rheol. 32 2 1988 101-133
144. G. Winther K. Almdal O. Kramer Determination of polymer melt viscosity by squeezing flow with constant plate velocity J. Non-Newtonian Fluid Mech. 39 1991 119-136
145. M. Takahashi T. Isaki T. Takigawa T. Masuda Measurement of biaxial and uniaxial extensional flow behavior of polymer melts at constant strain rates J. Rheol. 37 5 1993 827-846
146. R.J. Grimm Squeezing flow of polymeric liquids AIChE J. 24 1978 427-439
147. R.J. Binnington D.V. Boger Constant viscosity elastic liquids J. Rheol. 29 6 1988 897-904
148. W.A. Dukes Rheological measurements on lutings in: C.C. Mill (Ed.) Rheology of Disperse Systems 1959 Pergamon Press CH8
149. A. Doustens M. Laquerbe Exploitation rhéométrique du test d'écrasement entre plateaux parallèles J. Mec. Theor. Appl. 6 2 1987 315-332
150. M.J. Adams B.J. Briscoe M. Kamjab The deformation of highly concentrated dispersions Adv. Colloid Interface Sci. 44 1993 143-182
151. B.J. Briscoe G.M. Corfield C.J. Lawrence M.J. Adams Low-order optimization of soft solids processing Trans. IChemE 76A 1998 16-21
152. X. Huang D.R. Oliver Processing properties of ceramic paste in radial flow Brit. Ceram. Trans. 98 1 1999 1-5
153. D.R. Oliver X. Huang Squeeze film testing of ceramic pastes Brit. Ceram. Trans. 99 3 2000 101-108
154. H. See Field dependence of the response of a magnetorheological suspension under steady shear flow and squeezing flow Rheol. Acta 42 1-2 2003 86-92
155. T.W. Chan D.G. Baird An evaluation of a squeeze flow rheometer for the rheological characterization of a filled polymer with a yield stress Rheol. Acta 41 2002 245-256
156. P. Jiang H. See M.V. Swain N. Phan-Thien Using oscillatory squeezing flow to measure the viscoelastic properties of dental composite resin cements during curing Rheol. Acta 42 2003 1-2
157. H.S. Tang D.M. Kalyon Estimation of the parameters of Herschel-Bulkley fluid under wall slip using a combination of capillary and squeeze flow viscometers Rheol. Acta 43 2004 80-88
158. K.S. Gandhi R. Burns Rheological properties of glass fiber-reinforced dough molding compounds Trans. Soc. Rheol. 20 4 1976 489-502
159. S.F. Shuler S.G. Advani Transverse squeeze flow of concentrated aligned fibers in viscous fluids J. Non-Newtonian Fluid Mech. 65 1 1996 47-74
160. J.A. Goshawk V.P. Navez R.S. Jones Squeezing flow of continuous fibre-reinforced composites J. Non-Newtonian Fluid Mech. 73 3 1997 327-342
161. R. Törnqvist P. Sunderland J.A.E. Månson Determination of the rheological properties of thermoplastic composites for compression flow molding Polym. Compos. 21 5 2000 779-788
162. B. Hoffner C. Gerhards M. Peleg A method to assess the ability of rough surfaces to eliminate slip in food viscosimetry J. Texture Stud. 29 1998 527-536
163. M.G. Corradini R. Engel M. Peleg Assessment of the consistency loss in semi liquid foods by compression and shear J. Texture Stud. 28 2000 363-379
164. M.G. Corradini V. Stern T. Suwonsichon M. Peleg Squeezing flow of semi-liquid foods by compression and shear Rheol. Acta 39 2000 444-451
165. N. Kampf M. Peleg Charactarization of chick pea (cicer arietum L) paste using squeezing flow viscometry Rheol. Acta 41 2002 549-556
166. E.M. Casiraghi E.B. Bagley D.D. Christianson Behavior of mozzarella, cheddar and processed cheese spread in lubricated and bonded uniaxial compression J. Texture Stud. 11 1985 281-301
167. Y.C. Wang K. Muthukumarappan M.M. Ak S. Gunasekaran A device for evaluating melt/flow characteristics of cheeses J. Texture Stud. 29 1 1998 43-55
168. E.B. Bagley D.D. Christianson Stress relaxation of chemically leavened dough - data reduction using the BKZ elastic fluid theory J. Rheol. 31 5 1987 405-413
169. E.B. Bagley D.D. Christianson Uniaxial compression of viscoelastic rings - Effect of friction at the platen/sample interface for gels and doughs J. Rheol. 32 6 1988 555-573
170. E.B. Bagley D.D. Christianson The computation of viscosity and relaxation time of doughs from biaxial extension data J. Texture Stud. 21 1990 339-354
171. A. Cullen-Refai J.M. Faubion R.C. Hoseney Lubricated uniaxial compression of fermenting doughs Cereal Chem. 65 5 1988 401-403
172. A.M. Janssen T. van Vliet J.M. Vereijken Fundamental and empirical rheological behaviour of wheat flour doughs and comparison with bread making performance J. Cereal Sci. 23 1 1996 43-54
173. J.J. Kokelaar T. van Vliet A. Prins Strain hardening properties and extensibility of flour and gluten doughs in relation to breadmaking performance J. Cereal Sci. 24 1996 199-214
174. K. Wikström L. Bohlin Extensional flow studies of wheat flour dough: II. Experimental method for measurements in constant extension rate squeezing flow and application to flours varying in breadmaking performance J. Cereal Sci. 29 3 1999 227-234
175. F.C. Wang X.S. Sun Creep recovery of wheat flour doughs and relationship to other physical dough tests and breadmaking performance Cereal Chem. 79 4 2002 567-571
176. B. Hoffner C. Gerhards M. Peleg Imperfect lubricated squeezing flow viscometry for foods Rheol. Acta 36 1997 686-693
177. S.M. Goh M.N. Charalambides J.G. Williams Large strain time dependent behaviour of cheese J. Rheol. 47 2003 701-716
178. H.M. Huang J.L. Kokini Measurement of biaxial extensional viscosity of wheat-flour doughs J. Rheol. 37 5 1993 879-891
179. E.C. Cua M.T. Shaw Using creeping squeeze flow to obtain low-frequency linear viscoelastic properties: Low-shear rate measurements on polydimethylsiloxane J. Rheol. 46 4 2002 817-830
180. N. Phan-Thien Small strain oscillatory squeeze film flow of simple fluids J. Aust. Math. Soc. B 32 1980 22-27
181. N. Phan-Thien S. Nasseri L.E. Bilston Oscillatory squeezing flow of a biological material Rheol. Acta 39 4 2000 409-417
182. J.A. Walberer A.J. McHugh The linear viscoelastic behavior of highly filled polydimethylsiloxane measured in shear and compression J. Rheol. 45 1 2001 187-202
183. B. Debbaut K. Thomas Simulation and analysis of oscillatory squeeze flow J. Non-Newtonian Fluid Mech. 124 2004 77-91
184. E.B. Bagley D.D. Christianson W.J. Wolf Frictional effects in compressional deformation of gelatin and starch gels and comparison of material response in simple shear, torsion, and lubricated uniaxial compression J. Rheol. 29 1985 103-108
185. D.D. Christianson E.M. Casiraghi E.B. Bagley Uniaxial compression of bonded and lubricated gels J. Rheol. 29 1985 671-684
186. E.B. Bagley W.J. Wolf D.D. Christianson Effect of sample dimensions, lubrication and deformation rate on uniaxial compression of gelatin gels Rheol. Acta 24 3 1985 265-271
187. T.C. Hsu I.R. Harrison Measurement of the equibiaxial elongation viscosity of polystyrene using lubricated squeezing Polym. Eng. Sci. 31 1991 223-230
188. S.A. Khan R.G. Larson Step planar extension of polymer melts using a lubricated channel Rheol. Acta 30 1991 1-6
189. A. Nishioka Y. Takahashi J. Masabuchi J. Takimoto K. Koyama Description of uniaxial, biaxial, and planar elongational viscosities of polystyrene melt by the K-BKZ model J. Non-Newtonian Fluid Mech. 89 2000 287-301
190. M. Sugimoto J. Masabuchi J. Takimoto K. Koyama Melt Rheology of Polypropylene Containing Small Amounts of High-Molecular Weight Chain. 2. Uniaxial and Biaxial Extensional Flow Macromolecules 34 2001 6056-6063
191. S. Nasseri L. Bilston R.I. Tanner Lubricated squeezing flow: A useful method for measuring the viscoelastic properties of soft tissues Biorheology 40 5 2003 545-551
192. R.B. Secor Operability of extensional rheometry by stagnation, squeezing, and fiber-drawing flows: Computer-aided analysis, viscoelastic characterization, and experimental analysis. PhD thesis, University of Minnesota, 1988.
193. D.C. Venerus and M. Kompani Apparatus for generating generally uniform compression in viscous liquids. U.S. Patent No., 5,916,599, 1999.
194. P. Estellé Méthodes d'analyse inverse des données d'écoulement de compression de fluides complexes homogènes. PhD thesis, INSA Rennes, 2004.
195. C. Servais S. Ravji C. Sansonnens I. Bauwens Oscillating vane geometry for soft solid gels and foams J. Texture Stud. 33 6 2003 487-504
196. P. Estellé C. Lanos Y. Mélinge C. Servais Squeezing flow for rheological characterisation of food materials in: P. Fischer (Ed.) Proc. 3rd Int. Symp. Food Rheol. Struct ETH Zürich 2003 115-119
197. N. Roussel C. Lanos Y. Mélinge Conditions de drainage d'un matériau granulaire saturé en écoulement Rhéologie 1 2002 11-16
198. N. Roussel C. Lanos Particle-fluid separation in shear flow of dense suspensions: Experimental measurements on squeezed clay pastes Appl. Rheol. 14 5 2004 256-265
199. C. Lanos C. Casandjian M. Laquerbe Reverse identification method associate to compression test in: D.M. Binding (Ed.) Proceedings of the XIIIth International Congress on Rheology British Society of Rheology 2000 312
200. P. Estellé C. Lanos Y. Mélinge C. Servais Le test de compression simple: Mise en oeuvre sur un analyseur de texture et exploitation en présence de fluides viscoplastiques Rhéologie 3 2003 39-45