Entropy generation applications in flow of viscoelastic nanofluid past a lubricated disk in presence of nonlinear thermal radiation and Joule heating
Aamar Abbasi,Waseh Farooq,M Ijaz Khan,Sami Ullah Khan,Yu-Ming Chu,Zahid Hussain,M Y Malik
Table 2. Variation of ${\mathrm{Re}}_{r}^{-1/2}{\mathrm{Nu}}_{r}$ and Sherwood number ${\mathrm{Re}}_{r}^{-1/2}{\mathrm{Sh}}_{r}$ when $\gamma =1.0.$
$K$$M$${Nt}$${Nb}$${Ec}$${Rd}$${\Pr }$${Sc}$${\beta }_{c}$$\,\,\,{{Re}}_{r}^{-1/2}{{Nu}}_{r}$$\,\,\,{{Re}}_{r}^{-1/2}{{Sh}}_{r}$
${\theta }_{w}=1.0$${\theta }_{w}=\infty $${\theta }_{w}=1.0$${\theta }_{w}=\infty $
0.11.00.10.20.10.51.01.01.0$1.226403$$3.903702$$0.518212$$0.243775$
0.3$1.231105$$3.909849$$0.522688$$0.188560$
0.5$1.236816$$3.983275$$0.528663$$0.145631$
0.1$1.216886$$3.932879$$0.50589$$0.555003$
1.0$1.236816$$3.983275$$0.528663$$0.145631$
2.0$1.267015$$4.072229$$0.562444$$0.253723$
0.0$1.294824$$4.125119$$0.763135$$0.365192$
0.1$1.267015$$4.072229$$0.562444$$0.253723$
0.2$1.240395$$4.020467$$0.36243$$0.136220$
0.1$1.284422$$4.086230$$-0.161836$$-0.178268$
0.2$1.240395$$4.020467$$0.36243$$0.136220$
0.3$1.194590$$3.956246$$0.519961$0.223684
0.0$1.198536$$3.961857$$0.518421$$0.210579$
0.1$1.194590$$3.956246$$0.519961$0.223684
0.2$1.190644$$3.950637$$0.521501$$0.236672$
0.0$0.858429$$0.8584289$$0.437985$$0.246934$
0.2$1.001098$$2.306986$$0.478334$$0.215718$
0.4$1.130161$$3.449831$$0.508833$$0.229287$
0.71$0.991195$$2.987213$$0.558264$$0.254733$
1.0$1.130161$$3.449831$$0.508833$$0.229287$
1.5$1.306614$$4.058356$$0.441824$$0.196987$
0.710.71$1.001418$$2.994353$$0.415386$$0.221906$
1.0$0.991194$$2.987213$$0.558264$$0.254734$
1.5$0.980300$$2.981865$$0.752819$$0.278144$
0.1$0.976104$$2.981753$$1.140249$$0.823712$
0.2$0.976497$$2.981771$$1.101776$$0.722929$
0.5$0.977772$$2.981793$$0.980345$$0.613064$