Comparative numerical study of single-phase and two-phase models for bio-nanofluid transport phenomena

Journal of Mechanics in Medicine and Biology

Volumn 14, Issue 1, 2014, Pages

  Bég, O Anwar ^a   Rashidi, M M ^b   Akbari, M ^c   Hosseini, A ^b  

^a Gort Engoation Propulsion Nanomechanics and Biophysics   (United Kingdom)

^b BU ALI SINA UNIVERSITY   (Iran)

^c UNIVERSITÉ DE SHERBROOKE   (Canada)

Author keywords

Eulerian; Finite olume method (FVM); medical nanofluids; mixture; olume of fluid (VOF); pharmacological deliery; thermal enhancement

Indexed keywords

EID: 84888381447     PISSN: 02195194     EISSN: None     Source Type: Journal    
DOI: 10.1142/S0219519414500110     Document Type: Article

References (56)

1. Kleinstreuer C, Li J, Koo J, Microfluidics of nano-drug delivery, Int J Heat Mass Transfer 51:5590-5597, 2008
2. Shi P, He P, Teh TKH, Morsi YS, Goh JCH, Parametric analysis of shape changes of alginate beads, Powder Technol 210:60-66, 2011
3. Emerich DF, Thanos CG, The pinpoint promise of nanoparticle-based drug delivery and molecular diagnosis, Biomol Eng 23:171-184, 2006
4. Bég OA, Prasad VR, Vasu B, Numerical study of mixed bioconvection in porous media saturated with nanofluid containing oxytactic micro-organisms, J Mech Med Biol 13(4):1350067, 2013
5. Burygin GL, On the enhanced antibacterial activity of antibiotics mixed with gold nanoparticles, Nanoscale Res Lett 4:794-801, 2009
6. Morsi YS, Shi P, Li Z, Advancement of lung tissue engineering: An overview, Int J Biomed Eng Technol 5:195-210, 2011
7. Bég OA and Tripathi, D, Mathematica simulation of peristaltic pumping with doublediffusive convection in nanofluids: A bio- nanoéngineering model, Proc Inst Mech Eng N 225:99-114, 2011
8. Uddin MJ, Yusoff NH, Bég OA, Ismail AI, Lie group analysis and numerical solutions for non-Newtonian nanofluid flow in a porous medium with internal heat generation, Phys Script 87:1-14, 2013
9. Su D, Ma R, Zhu L, Numerical study of nanofluid infusion in deformable tissues for hyperthermia cancer treatments, Med Biol Eng 49:1233-1240, 2011
10. Hassan MR, Hossain MM, Begg RK, Ramamohanarao K, Morsi YS, Breast-cancer identification using HMM-fuzzy approach, Comput Biol Med 40:240-251, 2010
11. Shi P, Zuo Y, Li X, Zou Q, Liu H, Zhang L, Li Y, Morsi YS, Gentamicin-impregnated chitosan/nanohydroxyapatite/ethyl cellulose microspheres granules for chronic osteomyelitis therapy, J Biomed Mater Res A 93:1020-1031, 2010
12. Choi S, Enhancing thermal conductivity of fluid with nanoparticles. In: Siginer DA, Wang HP (eds.), Developments and Applications of Non-Newtonian Flows, FED-V.231/ MD, 66:99-105, 1995
13. Savino R, Di Paola R, Cecere A, Fortezza R, Self-rewetting heat transfer fluids and nanobrines for space heat pipes, Acta Astronaut 67:1030-1037, 2010
14. Van Devener B, Perez JPL, Jankovich J, Anderson SL, Oxide-free, catalyst-coated, fuel-soluble, air-stable boron nanopowder as combined combustion catalyst and high energy density fuel, Energ Fuel 23:6111-6120, 2009
15. Maxwell JC, Electricity and Magnetism, Clarendon Press, Oxford, 1873
16. Maxwell JC, A Treatise on Electricity and Magnetism, Cambridge University Press, Cambridge, 1904.
17. Teng T-P, Hung Y-H, Teng T-C, Mo Hé, Hsu H-G, The effect of alumina/water nanofluid particle size on thermal conductivity, Appl Thermal Eng 30:2213-2218, 2010
18. Xuan Y, Investigation on convective heat transfer and flow features of nanofluids. ASME J Heat Transfer 125:151-155, 2003
19. Heris SZ, Etemad SG, Esfahany MN, Experimental investigation of oxide nanofluids laminar flow convective heat transfer, Int Commun Heat Mass Transfer 33:529-535, 2006
20. Heris SZ, Etemad SG, Esfahany MN, Experimental investigation of convective heat transfer of AL2O3/water nanofluid in circular tube, Int J Heat Fluid Flow 28:203-210, 2007
21. Zhang C, Mixed convection inside horizontal tubes with nominally uniform heat flux, 28th Natl Heat Transfer Conf, San Diego, CA, pp. 212-219, 1992
22. Siegwarth DP, Hanratty TJ, Computational and experimental study of the effect of secondary flow on the temperature field and primary flow in a heated horizontal tube, Int J Heat Mass Transfer 13:27-42, 1970
23. Hwang GJ, Lai HC, Laminar convective heat transfer in a horizontal isothermal tube for high Rayleigh numbers, Int J Heat Mass Transfer 37:1631-1640, 1994
24. Cheng KC, Yuen FP, Flow visualization studies on secondary flow pattern for mixed convection in the thermal entrance region of isothermally heated inclined pipes, In 23rd Natl Heat Transfer Conf, Denver, CO, pp. 121-130, 1985
25. Patankar SV, Ramadhyani S, Sparrow EM, Effect of circumferentially nonuniform heating on laminar combined convection in a horizontal tube, ASME J Heat Transfer 100:63-70, 1978
26. Mori Y, Kozo F, Tokuda S, Nakamura M, Forced convective heat transfer in uniformly heated horizontal tube 1st reportéxperimental study on the effect of bouyancy, Int J Heat Mass Transfer 9:453-463, 1996
27. Akbari M, Behzadmehr A, Developing mixed convection of a nanofluid in a horizontal tube with uniform heat flux, Int J Numer Methods Heat Fluid Flow 17:566-586, 2007
28. Akbari M, Behzadmehr A, Shahraki F, Fully developed mixed convection in horizontal and inclined tubes with uniform heat flux using nanofluid, Int J Heat Fluid Flow 29:545-556, 2008
29. Behzadmehr A, Saffar-Avval M, Galanis N, Prediction of turbulent forced convection of a nanofluid in a tube with uniform heat flux using a two phase approach, Int J Heat Fluid Flow 28:211-219, 2007
30. Mirmasoumi S, Behzadmehr A, Numerical study of laminar mixed convection of a nanofluid in a horizontal tube using two-phase mixture model, Appl Therm Eng 28:717-727, 2008
31. Lotfi R, Saboohi Y, Rashidi AM, Numerical study of forced convective heat transfer of nanofluids: Comparison of different approaches, Int Commun Heat Mass Transfer 37:74-78, 2010
32. Akbari M, Galanis N, Behzadmehr A, Comparative analysis of single and two-phase models for CFD studies of nanofluid heat transfer, Int J Thermal Sci 50:1343-1354, 2011
33. Vargaftik NB, Tables on the Thermophysical Properties of Liquids and Gases, John Wiley & Sons, New York, 1975
34. Chon CH, Kihm KD, Lee SP, Choi SS, Empirical correlation finding the role of temperature and article size for nanofluid (Al2O3) thermal conductivity enhancement, Appl Phys Lett 87:53107, 2005
35. Mansour RB, Galanis N, Nguyen CT, Effect of uncertainties in physical properties on forced convection heat transfer with nanofluids, Appl Therm Eng 27:240-249, 2007.
36. Khanafer K, Vafai K, Lightstone M, Buoyancy-driven heat transfer enhancement in a two-dimensional enclosure utilizing nanofluids, Int J Heat Mass Transfer 46:3639-3653, 2003
37. Maiga SB, Palm SJ, Nguyen CT, Roy G, Galanis N, Heat transfer enhancement by using nanofluids in forced convection flows, Int J Heat Fluid Flow 26:530-546, 2005
38. Akbari M, Galanis N, Behzadmehr A, A new model for nanofluid conductivity based on the effects of clustering due to Brownian motion, Heat Transfer Asian Res 40:352-368, 2011
39. Hirt CW, Nichols BD, Volume of fluid (VOF) method for the dynamics of free boundaries, J Comput Phys 39:201-225, 1981
40. Jafari A, Zamankhan P, Mousavi SM, Kolari P, Numerical investigation of blood flow. Part II-Capillaries, Commun Nonlinear Sci Numer Sim 14:1396-1402, 2009
41. Furlani EP, Nunez A, Vizzeri G, Modelling FSI for biomechanical analysis of the human eye, Nanotechnol Conf Expo, Santa Clara, CA, 2012
42. Chakraborty K, Fair RB, Zeng J, (VOF) Design tools for digital microfluidic biochips: Toward functional diversification and more than Moore, IEEE Trans Comput Aided Des Integr Circuits Syst 29:1-15, 2010
43. Manninen M, Taivassalo V, Kallio S, Akademi A, On the mixture model for multiphase flow, VTT Publications, Technical Research Centre of Finland 288:1-67, 1996
44. Schiller L, Naumann Z, A drag coefficient correlation, Z Ver Deutsch Ing 77:318-320, 1935
45. Drew DA, Lahey RT, Particulate Two-phase Flow, Butterworth-Heinemann, Boston, 1993
46. Ranz WE, Marshall WR, Evaporation from drops, Chem Eng Prog 48:141-146, 1952
47. Patankar SV, Numerical Heat Transfer and Fluid Flow, Hemisphere Publishing, Taylor and Francis, New York, 1980
48. Daud HA, Li Q, Bég OA, Abdul Ghani SAA, Numerical investigations of wall-bounded turbulence, Proc Inst Mech Eng C 225:1163-1174, 2011
49. Sze CNP, Hughes BR, Bég OA, Computational (VOF) study of improving the efficiency of photovoltaic panels in the UAE, Int Conf Fluid Dyn Thermodyn, Dubai, United Arab Emirates, 2011
50. Chen J, Liang C, Lee JD, Theory and simulation of micropolar fluid dynamics, Proc Inst Mech Eng N 224:31-39, 2011
51. Eringen AC, Theory of thermo-micropolar fluids, J Math Anal Appl 38:480-496, 1972
52. Batchelor GK, The stress system in a suspension of force free particles, J Fluid Mech 41:545-570, 1970
53. Rana P, Bhargava R, Bég OA, Finite element simulation of unsteady MHD transport phenomena on a stretching sheet in a rotating nanofluid, Proc Inst Mech Eng N doi:10.1177/1740349912463312, 2013
54. Tripathi D, Bég OA, A numerical study of oscillating peristaltic flow of generalized Maxwell viscoelastic fluids through a porous medium, Transp Porous Media, 95:337-348, 2012
55. Norouzi M, Davoodi M, Bég OA, Joneidi AA, Analysis of the effect of normal stress differences on heat transfer in creeping viscoelastic Dean flow, Int J Therm Sci doi: Dx. doi.org/10.1016/j.ijthermalsci.2013.02.002, 2013
56. Bég OA, Hoque MM, Alam MM, Ferdows M, SPH numerical simulation of Dean number and curvature effects on magneto-biofluid flow through a curved conduit, Proc Inst Mech Eng H doi: 10.1177/1740349912463312, 2013