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Beilstein J. Nanotechnol. 2020, 11, 976–990, doi:10.3762/bjnano.11.82
Figure 1: Two-dimensional coordinate system and fluid flow mechanism of a nanoparticle suspension.
Figure 2: Influence of the slip parameter for liquids ξ on the streamwise velocity component f´(η) when n = 2...
Figure 3: Influence of the slip parameter for liquids ξ on the temperature distribution θ(η) when n = 2.0, M ...
Figure 4: Influence of the slip parameter for liquids ξ on the concentration distribution ϕ(η) when n = 2.0, M...
Figure 5: Influence of the stretching parameter n on the streamwise velocity component f´(η) when ξ = M = Q =...
Figure 6: Influence of the stretching parameter n on the temperature distribution θ(η) when ξ = 1.0, M = Q = ...
Figure 7: Influence of the stretching parameter n on the concentration distribution ϕ(η) when ξ = 1.0, M = Q ...
Figure 8: Influence of the Brownian motion parameter Nb on the temperature distribution, θ(η) when n = 2.0, ξ...
Figure 9: Influence of the Brownian motion parameter Nb on the concentration distribution ϕ(η) when n = 2.0, ...
Figure 10: Influence of the thermophoresis parameter Nt on the temperature distribution θ(η) when n = 2.0, ξ =...
Figure 11: Influence of the thermophoresis parameter Nt on the concentration distribution ϕ(η) when n = 2.0, ξ...
Figure 12: Influence of the magnetic parameter M on the streamwise velocity component f´(η) when n = 2.0, Pr =...
Figure 13: Influence of the magnetic parameter M on the temperature distribution θ(η) when n = 2.0, Pr = 2.0, ...
Figure 14: Influence of magnetic parameter M on the concentration distribution ϕ(η) when n = 2.0, Pr = 2.0, Nb...
Figure 15: Influence of the heat generation/absorption coefficient Q on the streamwise velocity component f´(η...
Figure 16: Influence of the heat generation/absorption coefficient Q on the temperature distribution θ(η) when ...
Figure 17: Influence of the heat generation/absorption coefficient Q on the concentration distribution ϕ(η) wh...