Fig. 1 Physical model CNT nanofluid stagnation flow regime More about this image found in Physical model CNT nanofluid stagnation flow regime

Fig. 2 Comparison of dimensionless velocity f ′( η ) More about this image found in Comparison of dimensionless velocity f ′( η )

Fig. 3 Comparison of dimensionless temperature θ ( η ) More about this image found in Comparison of dimensionless temperature θ ( η )

Fig. 4 Effects of melting parameter ( M ) on dimensionless skin friction coefficient f ″(0) of water-based SWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 6.2 and φ = 0.2 More about this image found in Effects of melting parameter ( M ) on dimensionless skin friction coefficie...

Fig. 5 Effects of melting parameter ( M ) on dimensionless skin friction coefficient f ″(0) of water-based MWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 6.2 and φ = 0.2 More about this image found in Effects of melting parameter ( M ) on dimensionless skin friction coefficie...

Fig. 6 Effects of melting parameter ( M ) on dimensionless skin friction coefficient f ″(0) of kerosene oil-based SWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 21 and φ = 0.2 More about this image found in Effects of melting parameter ( M ) on dimensionless skin friction coefficie...

Fig. 7 Effects of melting parameter ( M ) on dimensionless skin friction coefficient f ″(0) of kerosene oil-based MWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 21 and φ = 0.2 More about this image found in Effects of melting parameter ( M ) on dimensionless skin friction coefficie...

Fig. 8 Effects of nanoparticle volume fraction ( φ ) on dimensionless skin friction coefficient f ″(0) of water-based SWCNT as a function of stretching parameter ( ε ) when Pr = 6.2 and M = 1 More about this image found in Effects of nanoparticle volume fraction ( φ ) on dimensionless skin frictio...

Fig. 9 Effects of nanoparticle volume fraction ( φ ) on dimensionless skin friction coefficient f ″(0) of water-based MWCNT as a function of stretching parameter ( ε ) when Pr = 6.2 and M = 1 More about this image found in Effects of nanoparticle volume fraction ( φ ) on dimensionless skin frictio...

Fig. 10 Effects of nanoparticle volume fraction ( φ ) on dimensionless skin friction coefficient f ″(0) of kerosene-based SWCNT nanofluid as function of stretching parameter ( ε ) for Pr = 21 and M = 1 More about this image found in Effects of nanoparticle volume fraction ( φ ) on dimensionless skin frictio...

Fig. 11 Effects of nanoparticle volume fraction ( φ ) on dimensionless skin friction coefficient f ″(0) of kerosene-based MWCNT nanofluid as function of stretching parameter ( ε ) for Pr = 21 and M = 1 More about this image found in Effects of nanoparticle volume fraction ( φ ) on dimensionless skin frictio...

Fig. 12 Effects of melting parameter ( M ) on dimensionless heat transfer − θ ′(0) of water-based SWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 6.2 and φ = 0.2 More about this image found in Effects of melting parameter ( M ) on dimensionless heat transfer − θ ′(0) ...

Fig. 13 Effects of melting parameter ( M ) on dimensionless heat transfer − θ ′(0) of water-based MWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 6.2 and φ = 0.2 More about this image found in Effects of melting parameter ( M ) on dimensionless heat transfer − θ ′(0) ...

Fig. 14 Effects of melting parameter ( M ) on dimensionless heat transfer − θ ′(0) of kerosene-based SWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 21 and φ = 0.2 More about this image found in Effects of melting parameter ( M ) on dimensionless heat transfer − θ ′(0) ...

Fig. 15 Effects of melting parameter ( M ) on dimensionless heat transfer − θ ′(0) of kerosene-based MWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 21 and φ = 0.2 More about this image found in Effects of melting parameter ( M ) on dimensionless heat transfer − θ ′(0) ...

Fig. 16 Effects of nanoparticle volume fraction φ on dimensionless heat transfer − θ ′(0) of water-based SWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 6.2 and M = 1 More about this image found in Effects of nanoparticle volume fraction φ on dimensionless heat transfer ...

Fig. 17 Effects of nanoparticle volume fraction φ on dimensionless heat transfer − θ ′(0) of water-based MWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 6.2 and M = 1 More about this image found in Effects of nanoparticle volume fraction φ on dimensionless heat transfer ...

Fig. 18 Effects of nanoparticle volume fraction φ on dimensionless heat transfer − θ ′(0) of kerosene-based SWCNT nanofluid as a function of stretching parameter ( ε ) when Pr = 6.2 and M = 1 More about this image found in Effects of nanoparticle volume fraction φ on dimensionless heat transfer ...

Fig. 19 Effects of nanoparticle volume fraction φ on dimensionless heat transfer − θ ′(0) of kerosene-based MWCNT as a function of stretching parameter ( ε ) when Pr = 6.2 and M = 1 More about this image found in Effects of nanoparticle volume fraction φ on dimensionless heat transfer ...

Fig. 20 Effect of various melting parameter ( M ) on velocity profile, f ′( η ) water-based CNT nanofluids More about this image found in Effect of various melting parameter ( M ) on velocity profile, f ′( η ) wa...