Improvement of Granular Critical Current Density in Bi: 2212 Superconductors
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This paper aims to investigate the entropy generation due to magnetohydrodynamic natural convection flow and heat transfer in a porous enclosure filled with Cu-nanofluid in the presence of viscous
dissipation effect
Magnetohydrodynamic natural convection flow and heat transfer in a square porous cavity differentially heated and couled heat source and sink, respectivelly , and filled with the Cu-AL2O3 -WATER Hybrid nanofluid is studied numerically
The transport mechanism of laminar comined convection flow of an incompressible viscous non -Newtonian nanofluid in shear and buoyancy-driven enclosure has been investigated
Suppose E is a Banach space with certain geometric properties and K is a
nonempty closed convex subset of E.We prove that if a certain iterative sequence converges
to the unique fixed point of a -pseudocontractive mapping T : K → K under certain
conditions then such an iterative process can be used to approximate the unique common
fixed point of a finite family of -pseudocontractive self mappings of K. Our results extend
and generalize the results in Chidume (Proc Am Math Soc 120:2641–2649, 1994; Proc Am
Math Soc 9:545–551, 1998), Huang (Comput Math Appl 36:13–21, 1998), Liu (Comput
Math Appl 45:623–634, 2003), Osilike (Math Anal Appl 200:259–271, 1996; Nonlinear
Anal 36:1–9, 1999) and many others
In this paper, we study some unique coupled coincidence points for rational type contractions involving
generalized altering distance functions in metric spaces. Our results unify and generalize various known comparable
results from the current literature, Gupta et. al. [15], Nashine and Aydi [21], Rashwan and Saleh [25] and
many known results. An example is also given to support our main results.