Features of the Nonisothermal Viscoelastic Jet Flow Through a Molding Extension
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- 作者：B. A. Snigerev (1)
1. Institute of Mechanics and Mechanical Engineering ; Kazan鈥?Science Center ; Russian Academy of Sciences ; 2/31 Lobachevskii Str. ; Kazan鈥? 420111 ; Russia - 关键词：viscoelastic incompressible fluid ; Giesekus rheological model ; nonisothermal flow with free surface
- 刊名：Journal of Engineering Physics and Thermophysics
- 出版年：2015
- 出版时间：January 2015
- 年：2015
- 卷：88
- 期：1
- 页码：230-239
- 全文大小：1,204 KB
- 参考文献：1. Torner, RW (1977) Theoretical Foundations of Polymer Processing [Russian translation]. Khimiya, Moscow
2. Rauvendal, K (2008) Polymer Extrusion [Russian translation]. Professiya, St. Petersburg
3. Han, CD (1977) Rheology in Processing of Polymeric Materials [Russian translation]. Khimiya, Moscow
4. Middleman, S, Caves, J (1961) Expansion and contraction of capillary jets of Newtonian liquids. Phys. Fluids 4: pp. 355-361 CrossRef
5. Vlcek, J (1982) The description of the profile balance and the elastic properties at die swell. Rheol. Acta 21: pp. 460-463 CrossRef
6. Prokunin, AN, Sevruk, VD (1980) Effect of swelling in the extrusion of an elastic liquid from a capillary. J. Eng. Phys. Thermophys. 39: pp. 920-925
7. Sultanov, FM, Yarin, AL (1986) Radial expansion of cylindrical layers of viscous and rheologically complex fluids. J. Eng. Phys. Thermophys. 50: pp. 645-652 CrossRef
8. A. I. Leonov and A. N. Prokunin, On the stretching and swelling of an elastic liquid extruded from a capillary die, / Rheol. Acta, No. 23, 62鈥?9 (1984).
9. Coren, SL, Wronski, S (1966) The shape of low speed capillary jets of Newtonian liquids. J. Fluid Mech. 25: pp. 185-198 CrossRef
10. Shapovalov, VM (2007) Mechanics of Elongating Flow of Polymers [in Russian]. Fizmatlit, Moscow
11. A. I. Leonov and A. N. Prokunin, / Nonlinear Phenomena in Flows of Viscoelastic Polymer Fluids, Springer (1994) / .
12. Georgiou, GC, Boudovis, AG (1999) Converged solutions of Newtonian extrudate-swell problem. Int. J. Num. Meth. Fluid 29: pp. 363-371 CrossRef
13. Nickell, RE, Tanner, RI, Caswell, B (1974) The solution of viscous incompressible jet and free surface flows using finite element method. J. Fluid Mech. 65: pp. 189-206 CrossRef
14. K. R. Reddy and R. I. Tanner, Finite element solution of viscous jet flows with surface tension, / Comput. Fluids, No. 6, 83鈥?1 (1978).
15. B. J. Omodei, On the die swell of an axisymmetric Newtonian jet, / Comput. Fluids, No. 6, 275鈥?89 (1980).
16. Crochet, MJ, Keunings, R (1980) Die swell of a Maxwell fluid: Numerical prediction. J. Non-Newtonian Fluid Mech. 7: pp. 199-212 CrossRef
17. Crochet, MJ, Keunings, R (1982) Finite element analysis of die swell of highly elastic fluid. J. Non-Newtonian Fluid Mech. 10: pp. 339-356 CrossRef
18. G. Russo and T. N. Phillips, Spectral element predictions of die swell for Oldroyd fluids, / Comput. Fluids, No. 43, 107鈥?18 (2011).
19. Mitsoulis, E (2010) Extrudate swell of Boger fluids. J. Non-Newtonian Fluid Mech. 165: pp. 812-824 CrossRef
20. Brasseur, E, Gergiou, GC, Crochet, MJ (1998) The time dependent extrudate swell problem of a fluid with slip along the wall. Rheol. Acta 42: pp. 549-566 CrossRef
21. E. Mitsuolis, G. C. Georgiou, and Z. Kountouriotis, A study of various factors affecting Newtonian extrudate swell, / Comput. Fluids, No. 57, 195鈥?07 (2012).
22. Trang, CT, Yeow, EL (1986) Extrudate swell of Newtonian and non-Newtonian fluids 鈥?the effect of gravitational body force. J. Non-Newtonian Fluid Mech. 20: pp. 103-116 CrossRef
23. Silliman, WJ, Scriven, LE (1980) Separating flow near a static contact line: slip at a wall and shape of a free surface. J. Comput. Phys. 34: pp. 287-313 CrossRef
24. Gear, RL, Keentok, M, Milthorpe, JF, Tanner, RI (1983) The shape of low Reynolds number jet. Phys. Fluids 26: pp. 7-10 CrossRef
25. E. Taliadorou, G. C. Goergiou, and S. E. Mitsoulis, Numerical simulation of the extrusion of strongly compressible Newtonian liquids, / Rheol. Acta, No. 47, 42鈥?2 (2008).
26. Rasin, R, Bogue, DS (1979) Molecular weight effects in die swell and in shear rheology. J. Rheol. 23: pp. 263-280 CrossRef
27. Vlachopoulos, J (1974) Die swell and melt fracture: Effects of molecular weight distribution. Rheol. Acta 13: pp. 223-227 CrossRef
28. Phuoc, HB, Tanner, RI (1980) Thermally-induced extrudate swell. J. Fluid Mech. 98: pp. 253-278 CrossRef
29. Suseng, F, Phan-Thien, N, Tanner, RI (1987) A study of non-isothermal extrudate swell by a mixed boundary element and finite element method. J. Rheol. 31: pp. 37-58 CrossRef
30. Ben-Sabar, E, Caswell, B (1981) Heat transfer effects in die swell. J. Rheol. 25: pp. 537-548 CrossRef
31. X. Luo and R. I. Tanner, A pseudo-time integral method for non-isothermal viscoelastic flows and its application to extrusion simulation, / Rheol. Acta, No. 26, 499鈥?07 (1987).
32. Barakos, G, Mitsoulis, E (1996) Non-isothermal viscoelastic simulations of extrusion through dies and prediction of bending phenomenon. J. Non-Newtonian Fluid Mech. 62: pp. 55-79 CrossRef
33. Giesekus, H (1982) A simple constitutive equation for polymer fluids based on the concept of deformation dependent tensorial mobility. J. Non-Newtonian Fluid Mech. 11: pp. 69-109 CrossRef
34. Bird, RB, Armstrong, RC, Hassager, O (1987) Dynamics of Polymeric Liquids. John Wiley and Sons, New York
35. Keunings, R (1986) An algorithm for simulation of transient viscoelastic flows with free surface. J. Comput. Phys. 62: pp. 199-220 CrossRef
36. B. A. Snigerev, K. M. Aliev, and F. Kh. Tazyukov, On the shape of the outflowing jet in extrusion of a viscoelastic fluid from a plane slit channel, / Vestn. Samarsk. Gos. Univ., No. (72) 6, 199鈥?07 (2009). - 刊物类别：Engineering
- 刊物主题：Engineering Thermodynamics and Transport Phenomena
Thermodynamics
Industrial Chemistry and Chemical Engineering
Statistical Physics
Mechanics
Russian Library of Science - 出版者：Springer New York
- ISSN：1573-871X
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