This study is a non-isothermal analysis of the calendering process using a water based nanofluid with Cu-nanoparticles. The basic flow equations are simplified under the lubrication approximation theory (LAT) and non-dimensionalized. Theoretical velocity and pressure gradient solutions are achieved, and temperature distribution is numerically computed by finite difference method. The impact of nanoparticle volume fraction on pressure distribution, fluid velocity, temperature distribution, power input, and separating force are presented through graphs and discussed. Nanoparticle volume fraction enhances the magnitude of pressure, pressure gradient, and temperature distribution. Power input and roll-separating force also rise for higher nanoparticle volume fraction. Model II of dynamic viscosity of nanofluid has a greater impact on physical parameters as compared to the model I of dynamic viscosity.
ArcosJCMéndezFBautistaO.Effect of temperature-dependent consistency index on the exiting sheet thickness in the calendering of power-law fluids. Int J Heat Mass Trans2011;
54: 3979–3986.
14.
SiddiquiAMZahidMRanaMA, et al.
Effect of magnetohydrodynamics on Newtonian calendering. J Plast Film Sheet2013;
29: 347–364.
15.
AliNJavedMASajidM.Theoretical analysis of the exiting thickness of sheets in the calendering of FENE-P fluid. J Non-Newtonian Fluid Mech2015;
225: 28–36.
16.
SajidMAliNJavedMA.An exact solution for the calendering analysis of a third order fluid. J Plast Film Sheet2017;
33: 124–141.
17.
SajidMSiddiqueHAliN, et al.
Calendering of non-isothermal Rabinowitsch fluid. J Polym Eng2018;
38: 83–92.
18.
ZahidMRanaMASiddiquiAM.Roll coating analysis of a second-grade material. J Plast Film Sheet2018;
34: 232–255.
19.
AliNJavedMAAtifHM.Non-isothermal analysis of calendering using couple stress fluid. J Plast Film Sheet2018;
4: 358–381.
20.
AtifHMAliNJavedMA, et al.
A numerical analysis of calendering of Oldroyd 4-constant fluid. J Polym Eng2018;
38: 1007–1016.
21.
JavedMAAliNArshadS.Numerical analysis of the calendering process by using Giesekus fluid model. J Plast Film Sheet2020;
36: 167–190.
22.
KhaliqSAbbasZ.A theoretical analysis of roll-over-web coating assessment of viscous nanofluid containing Cu-water nanoparticles. J Plast Film Sheet2020;
36: 55–75.
23.
KanwalMWangXShahzadH, et al. Blade coating analysis of viscous nanofluid having Cu–water nanoparticles using flexible blade coater. J Plast Film Sheet. Epub ahead of print 9 March 2020. DOI: 10.1177/8756087920910480.
24.
SheikholeslamiMAshorynejadHRDomairryG, et al. Flow and heat transfer of Cu–water nanofluid between a stretching sheet and a porous surface in a rotating system. J Appl Math2012; 2012. DOI: 10.1155/2012/421320.
25.
SheikholeslamiMHatamiMGanjiDD.Analytical investigation of MHD nanofluid flow in a semi-porous channel. Powder Technol2013;
246: 327–336.
26.
PourmehranORahimi-GorjiMGorji-BandpyM, et al.
Analytical investigation of squeezing unsteady nanofluid flow between parallel plates by LSM and CM. Alexandria Eng J2015;
1: 17–26.
27.
PrasadPDKumarRKVarmaSVK,
Heat and mass transfer analysis for the MHD flow of nanofluid with radiation absorption. Ain Shams Eng J2016;
9: 801–813.
28.
ShehzadSAAbbasiFMHayatT, et al.
Model and comparative study for peristaltic transport of water based nanofluids. J Mol Liq2015;
209: 723–728.
29.
SheikholeslamiM.Numerical investigation for CuO-H2O nanofluid flow in a porous channel with magnetic field using mesoscopic method. J Mol Liq2018;
249: 739–746.
30.
BakthavatchalamBHabibKSaidurR, et al.
Comprehensive study on nanofluid and ionanofluid for heat transfer enhancement: a review on current and future perspective. J Mol Liq2020; 305: 112787.
31.
KhanMAzamM.Unsteady heat and mass transfer mechanisms in MHD Carreau nanofluid flow. J Mol Liq2017;
225: 554–562.
32.
AzamMKhanMAlshomraniAS.Unsteady radiative stagnation point flow of MHD Carreau nanofluid over expanding/contracting cylinder. Int J Mech Sci2017;
130: 64–73.
33.
AzamMShakoorARasoolHF, et al.
Numerical simulation for solar energy aspects on unsteady convective flow of MHD Cross nanofluid: a revised approach. Int J Heat Mass Transf2019;
131: 495–505.
34.
AzamMXuTShakoorA, et al.
Effects of Arrhenius activation energy in development of covalent bonding in axisymmetric flow of radiative-cross nanofluid. Int Commun Heat Mass Transf2020;
113: 104547.
35.
EspejoCArribasAMonzoF, et al.
Nanocomposite films with enhanced radiometric properties for greenhouse covering applications. J Plast Film Sheet2012;
4: 336–350.
36.
MallakpourSJarangN.Mechanical, thermal and optical properties of nanocomposite films prepared by solution mixing of poly (vinyl alcohol) with titania nanoparticles modified with citric acid and vitamin C. J Plast Film Sheet2016;
3: 293–316.
