The Effectiveness of Mass Transfer in the MHD Upper-Convected Maxwell Fluid Flow on a Stretched Porous Sheet near Stagnation Point: A Numerical Investigation

Abstract

The present inquiry studies the influence of mass transfer in magnetohydrodynamics (MHD) upper-convected Maxwell (UCM) fluid flow on a stretchable, porous subsurface. The governing partial differential equations for the flow problem are reformed to ordinary differential equations through similarity transformations. The numerical outcomes for the arising non-linear boundary value problem are determined by implementing the successive linearization method (SLM) via Matlab software. The accuracy of the SLM is confirmed through known methods, and convergence analysis is also presented. The graphical behavior for all the parametric quantities in the governing equations across the velocity and concentration magnitudes, as well as the skin friction and Sherwood number, is presented and debated in detail. A comparability inquiry of the novel proposed technique, along with the preceding explored literature, is also provided. It is expected that the current achieved results will furnish fruitful knowledge in industrious utilities and correlate with the prevailing literature.

Analysis of variable mass diffusivity in Maxwell's fluid with Cattaneo-Christov and nonlinear stratification

“…3 and those which is obtained numerically in Fig. 4 by Shahid [41] . Regarding this, it may be pointed out that our exact outcomes and numeric solutions obtained in [41] are in good agreement.…”

“…4 by Shahid [41] . Regarding this, it may be pointed out that our exact outcomes and numeric solutions obtained in [41] are in good agreement.

Figure 3 Inspection of k 2 on .

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Critical points and stability analysis in MHD radiative non‐Newtonian nanoliquid transport phenomena with artificial neural network prediction

“…Further, Ibrahim and Negera 27 studied the MHD UCM nanofluid flow in presence of chemically reactive species over a stretchable sheet and showed that for Deborah number, temperature increases and velocity decreases. Recently, a numerical investigation on mass transfer aspect near stagnation point flow past a stretchable surface in MHD UCM fluid has been discussed by Shahid 28 . He calculated results by applying SLM technique with both Gauss‐Lobatto collocation point and Chebyshev interpolating polynomial through MATLAB programming.…”

“…Recently, a numerical investigation on mass transfer aspect near stagnation point flow past a stretchable surface in MHD UCM fluid has been discussed by Shahid. 28 He calculated results by applying SLM technique with both Gauss-Lobatto collocation point and Chebyshev interpolating polynomial through MATLAB programming.…”