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Research Article

Motion of micropolar and Walters-B nanofluids towards a stretching sheet with the significance of heat generation, thermal radiation and Soret–Dufour mechanisms

ORCID Icon, &
Pages 429-439 | Received 22 Nov 2022, Accepted 05 Jun 2023, Published online: 06 Jul 2023

Figures & data

Figure 1. The fluid flow over a stretching surface.

Figure 1. The fluid flow over a stretching surface.

Figure 2. The impact of viscoelastic parameter on the velocity plot.

Figure 2. The impact of viscoelastic parameter on the velocity plot.

Figure 3. Impact of Dufour parameter on the velocity and temp. plots.

Figure 3. Impact of Dufour parameter on the velocity and temp. plots.

Figure 4. Impact of micro-rotation parameter on the vel. plot.

Figure 4. Impact of micro-rotation parameter on the vel. plot.

Figure 5. Effect of Brownian motion term on the vel. and concentr. plots.

Figure 5. Effect of Brownian motion term on the vel. and concentr. plots.

Figure 6. Effect of thermophoresis term on the vel. and temp. plots.

Figure 6. Effect of thermophoresis term on the vel. and temp. plots.

Figure 7. Effect of Prandtl number on the vel. and temp. plots.

Figure 7. Effect of Prandtl number on the vel. and temp. plots.

Figure 8. Effect of thermal radiation parameter on the vel. and temp. plots.

Figure 8. Effect of thermal radiation parameter on the vel. and temp. plots.

Figure 9. Effect of Schmidt number on the vel. and concentr. plots.

Figure 9. Effect of Schmidt number on the vel. and concentr. plots.

Table 1. The computational values that represent the coefficient of skin friction (Cf), Nusselt number (Nu), sherwood number (Sh) for difference values of, M α, Gr, R, Pr, Sc, Du, Sr,  Nb, Nt, Cf, Nu and Sh.

Table 2. Comparing the present study with an existing work.