Submitted: Jul 3, 2013; Accepted: Aug 10, 2013; Published: Aug 25, 2013 Abstract: In this paper a numerical solution of steady laminar flow of viscous electrically conducting incompressible fluid, over a semi-infinite inclined plate, which is at prescribed mass flux with heat generation is presented. The numerical solutions using an implicit finite difference scheme known as Keller-box method f...

Reprint requests: Louis Lemberg, MD, University of Miami School of Medicine, Division of Cardiology (D-39), P.O. Box 016960, Miami, FL 33101. Kathryn Buchanan Keller, RN, PhD, and Louis Lemberg, MD. From the Florida Atlantic University Christine E. Lynn College of Nursing, Boca Raton, Florida (KBK), and the Division of Cardiology, Department of Medicine, University of Miami School of Medicine, ...

In the present investigation, some novel analytical approximations to both unforced and forced pendulum–cart system oscillators are obtained. our two accurate effective approaches, namely, ansatz method with equilibrium point Krylov–Bogoliubov–Mitropolsky (KBM) method, implemented for analyzing problems.The obtained results compared Runge–Kutta (RK4) numerical approximation. The using KBM metho...

Kaur N, Street K , Mackay M , Yahiaoui N, Keller B 1 Institute of Plant Biology, University of Zurich, Zollikerstrasse 107, 8008 Zürich, Switzerland, ICARDA, PO Box: 5466, Aleppo, Syria, 3 Australian Winter Cereals Collection, 4 Marsden Park Road, CALALA NSW 2340, Australia, UMR Biologie et Génétique des Interactions Plante-Parasite CIRAD TA A-54/K Campus International de Baillarguet 34398, Mon...

The Ku-binding motif (KBM) is a short peptide module first identified in APLF that we now show is also present in Werner syndrome protein (WRN) and in Modulator of retrovirus infection homologue (MRI). We also identify a related but functionally distinct motif in XLF, WRN, MRI and PAXX, which we denote the XLF-like motif. We show that WRN possesses two KBMs; one at the N terminus next to the ex...

Abstract This article discusses the effect of heat and mass transfer in a boundary layer flow presence magnetic field an electrically conducting viscous fluid as it passes through porous medium containing source chemical reaction. By employing similarity variables, governing equations are changed into nonlinear ordinary differential equations(ODEs). To solve obtained numerically Keller box meth...

The theme of this model is to examine the characteristics heat and mass transfer flow through stretching sheet along with magnetic field thermal radiation utilizing Al2O3+CuO/SA Williamson hybrid nanofluid. transformed partial differential equations are solved by Keller-Box method. numerical outcomes physical quantities revealed graphs tables. Nusselt number, skin friction, velocity temperature...