model for the effective thermal conductivity of nanofluids effect of interfacial layer and non-uniform size distribution of nanoparticles

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1 mme.modares.ac.ir : * - - moghiman@um.ac.ir * : 393 : : modelfortheeffectivethermalconductivityofnanofluids effectof interfaciallayerandnon-uniformsizedistributionofnanoparticles ZohrehShams *,MohammadMoghiman -DepartmentofMechanicalEngineering,FerdowsiUniversityofMashhad,Mashhad,Iran -DepartmentofMechanicalEngineering,FerdowsiUniversityofMashhad,Mashhad,Iran *P.O.B ,Mashhad,Iran,moghiman@um.ac.ir ARTICLEINFORMATION ABSTRACT OriginalResearchPaper Received3September04 Accepted4October04 AvailableOnlineNovember04 Keywords: Nanofluid Nanoparticle Effectivethermalconductivity,Non-uniform size Interfaciallayer Thisworkpresentsmodelforcalculatingtheeffectivethermalconductivityofnanofluids.Inthis method, the effect of non-uniform sizes of nanoparticles and interfacial layer is investigated simultaneously. The developed model for the thermal conductivity of nanofluids takes into accounttheeffectsofthermalconductivityofbasefluids,thermalconductivity,volumefraction and the sizeof nanoparticles,theinterfaciallayer,non-uniform sizesofnanoparticles,brownian motion and temperature. Hence, this model has the capability of offering both analytical and numericalpredictions.theaccuracyoftheproposedmodelfortheeffectivethermalconductivity of water-al O ethylene glycol-al O water-cuo ethylene glycol-cuoethylene glycol-al, water- TiO isinvestigated.theeffectoftemperature,sizeofnanoparticlesandvolumefractionof nanoparticles are determined. Results show that the interfacial layer at the nanoparticle-liquid interfaceandnon-uniformsizesofnonparticlesarethemostimportantparametersforcalculating the thermal conductivity of nanofluids. Comparison between the result and available experimental data of several types of nanofluids indicates that the proposed model provides accurateresultswithmaximumerrorof5% [4].[ [5. -.[] Pleasecitethisarticleusing: : Z.Shams,M.Moghiman,modelfortheeffectivethermalconductivityofnanofluids effectofinterfaciallayerandnon-uniformsizedistributionofnanoparticles,modares MechanicalEngineeringVol.5,No.,pp.9-98,05(InPersian)

2 : :[7 = + + ( ) + ( ). () -- = [ +]+ + ( ) + + [ + ]. =+ :[3 () =+ -3-.[4]. 3 0/5 0/4 - /9 80 0/5 [6] 4/9 0/74.. [7] [8]. [9] -. [0] [] [] [3]. [4].. [5] [6] [7] [8] 3 [9].. - [0] - -Brownianmotion -Cluster 3-Fractallow 9

3 - - - :.[8] 5 (5) = / 4 3 = ( k k [ + ] + k + k (k k ) + k k + k k k [ + ]. DLVO (3) (6) + sin ( sin ) = 0 = p, lr, f 6 7 (7) ( 0) =, ( ) = (8) =, = = 9 (9) =, = = + [3] -0 = 3 + = + + / + = (0) () (). cos :[3] 3 () () ( ( - 4- = :[0] "". -3.() Derjaguin-Landau-Verwey-Overbeck -Interfaciallayer 3-Complexnanoparticle(cp) (4)

4 : = 3.5, = + (0) = / [87. -) ( = [0] ( ) () = ln () ln( ) [0] 3 = = (3) / < < [8]..[0 0 () = 4 (4) =,,3, < <...3 (3) = =,, ( ) (,, ). = 4,,,, ( +, +, ( + ),, (4). =+ =+, =, ( ) = = 5-5) -5) ( - 5) =, -5) --3. " :[4 6 (6). = ",,, - =.5 8 ", (7) :[4] 8 (8) 9 7 = (9).5,

5 : = ().4.5 (5) =,,3,,. 4 - [3] / [4] [0]. [] [3] /03. x / ( 5)

6 : [4] [3] [] % [] [4] [3] /45 0/75 [3]. [4] [3]. / [3]

7 4 5.[ 4/3 9/ [3] -. : T( C) o [43] /0 /74 /00 0/65 3/00 /7 5/00 /8 / d dp(nm) p [] /50 8/0 4/5 7/88 8/60 9/6 5/70 /35 / Al O (8nm)/W Al O (33nm)/W Al O (80nm)/W Al O (9nm) /EG Al O (38nm) /EG Al O (60.4nm) /EG CuO(nm)/EG CuO(9nm)/EG CuO(35nm)/EG T( T( C) o

8 : [3] J.A. Eastman, S.U.S. Choi, S. Li, L.J. Thompson, Enhanced thermal conductivity through the development of nanofluids,proceedingsofthe Symposium on Nanophase and Nanocomposite Materials II,Materials ResearchSocietyVol.457,pp [4] S.Lee,S.U.S.Choi,S.Li,J.A.Eastman,Measuringthermalconductivityof fluids containing oxide nanoparticles Journal of Heat Transfer Vol.,pp.80 89,999. [5] M.Kole,T.K.Dey,Roleofinterfaciallayerandclusteringontheeffective thermalconductivityofcuo gearoilnanofluids, ExperimentalThermal andfluidscience,vol.35,pp ,0. [6] C.Pang,J.Jung,J.Lee,Y.T.Kang,Thermalconductivitymeasurementof methanol-based nanoluids with AlO3 and SiO nanoparticles, InternationalJournalofHeatandMassTransferVol. 55,pp , 0. [7] J. C. Maxwell, Treatise on Electricity and Magnetism Third Edittion, Oxford,UK,89. [8] P.Keblinski,S.R.Phillpot,S.U.S.Choi,J.A.Eastman,Mechanismsofheat flow in suspensions of nano-sized particles (nanofluids), International JournalofHeatandMassTransfer,Vol.45,No.4,pp ,00. [9] G. A. Longon, C. Zilio, E. Ceseracciu,M. Reggiani, Diffusion in disordered media,nanoenergyvol.,pp.90 96,0. [0]M. Tajik Jamal-Abadi, A. H. Zamzamian, Optimization of thermal conductivity ofal O Nanofluid by using ANN and GRC methods, InternationalJournalof NanoscienceandNanotechnology, Vol. 9,No. 4, pp.77 84,03. []W.Yu,S.U.S.Choi,Theroleofinterfaciallayersintheenhancedthermal conductivity of nanofluids: renovated Maxwell model, Journal of NanoparticleResearch,Vol.5,pp.67 7,003. []H.Xie, M. Fujii, X. Zhang, Effect of interfacial nanolayer on the effective thermalconductivityofnanoparticle fluidmixture,internationaljournal ofheatandmasstransfer,vol.48,pp.96 93,005. [3]K. C. Leong, C. Yang, S.M.S. Murshed, model for the thermal conductivity of nanofluids the effect of interfacial layer, Journal of NanoparticleResearch,Vol.8,pp.45 54,006. [4]S.M.S.Murshed,K.C.Leong,C.Yang,combinedmodelfortheeffective thermal conductivity of nanofluids,journalofthermalengineeringvol. 9,pp ,009. [5]H.Jiang,H.Li,Q.Xu,L.Shi,Effectivethermalconductivityofnanofluids Considering interfacial nano-shells, Journal of Materials Chemistry and Physicspp.-6,04. [6]Z.Shams,S.H.Mansouri,M.Baghbani,proposedmodelforcalculating effectivethermalconductivityofnanofluids,effectofnanolayerandnonuniform size of nanoparticles, Journal of Basic and Applied Scientific Researchpp ,0. [7] S. Havlin, D. Ben-Avraham, Diffusion in disordered media, Advanced Physics,Vol.36,No.6,pp ,987. [8]B.X.WangL.P.Zhou,X.F.Peng,fractalmodelforpredictingthe effectivethermalconductivityofliquidwithsuspensionofnanoparticles, InternationalJournalofHeatandMassTransfer,Vol.46,pp , 003. [9]J.Xu,B.M.Yu,M.Q.Zou,P.Xu,newmodelforheatconductionof nanofluids based on fractal distributions of nanoparticles, Journal of PhysicsApplPhys,Vol.39,pp ,006. [0]Y.Feng,B.Yu,K.Feng,P.Xu,M.Zho,Thermalconductivityofnanofluids and size distribution of nanoparticales by Monte Carlo simulation, JournalofNanoparticleResearch,Vol.0,pp.39-38,008. []S.M.S.Murshed,K.C.Leong,C.Yang,Thermophysicalandelectrokinetic properties ofnanofluids-acriticalreview,appliedthermalengineering, Vol.8,pp.09 5,008. [] S.K. Das, N. Putra, P. Thiesen, W. Roetzel, Temperature dependence of thermalconductivity enhancement for nanofluids, Journal of Heat TransferVol.5,pp ,003. [3] W. Duangthongsuk, S. Wongwises, Measurement of temperaturedependentthermalconductivityandviscosityoftio-waternanofluids, ExperimentalThermalandFluidScience,Vol.33,pp , ( nm) ( Wm - K - ) ( K) ( nm) - 6 ( kgm -3 ) ( kgm - s - ) Ave cp eff f lr nf p [] S. U. S. Choi, Enhancing thermal conductivity of fluids with nanoparticles,developments and Applications of Non-Newtonian Flows Vol.3,No.66,pp.99-05,995. [] T. Masuda, A. Ebata, K. Teramae, N. Hishinuma, Alteration of thermal conductivity and viscosity of liquid by dispersing ultra-fine particles (Dispersion ofalo3,sioandtioultra-fineparticles), NetsuBussei Vol.4,pp.7 33,

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