Finite element analysis of melting effects on MHD stagnation-point non-Newtonian flow and heat transfer from a stretching/shrinking sheet

Abstract

Fi ni t e el e m e n t a n aly sis of m e l ti n g eff e c t s o n M H D s t a g n a tio n-p oi n t n o n-N e w t o ni a n flo w a n d h e a t t r a n sf e r fro m a s t r e t c hi n g/ s h ri n ki n g s h e e t G u p t a, D, Ku m ar, L, B e g, OA a n d Si n g h, B h t t p:// dx. d oi.o r g/

Finite element analysis of couple stress micropolar nanofluid flow by non‐Fourier's law heat flux model past stretching surface

“…The variational formulations used in solving the differential equation by the finite element method are analyzed in detail by different scholars …”

Simulation of the influence of voltage level and pulse spacing on the efficiency, aggressiveness and uniformity of the electroporation process in tissues using meshless techniques

“…To the best of our knowledge, meshless techniques have not been used before to simulate drug uptake in electroporated tissues. These techniques are advantageous compared to other meshed techniques commonly used for this kind of problem, such as FEM and FVM, in the sense that they do not require the use of a domain mesh but instead the use of collocation points in the boundary and the domain. Additionally, the high‐order approximations of the field variables and their derivatives, as well as the versatility of the application of boundary conditions in comparison with meshed methods, make these techniques very attractive.…”