In this article, the equations governing constant ferromagnetic current are investigated. The Lorentz force restrains ferrofluid flow in a semi-porous valve. Analyzes were performed on three sub-particle fluids: kerosene and blood, water magnetite. Modeling Cartesian coordinate system using relevant was A slight thinning should be considered lower part of channel. This research has used two Akb...

Abstract In this study, the accuracy of three methods to simulate thermal diffusivity profile in oblique stenosis artery with hybrid nanofluid and influence volume fraction heat sources nanofluid, including Al 2 O 3 Cu, is studied. Comparing analytical for reliable answers important new studies. Also, source parameter S temperature evolution Akbari–Ganji Method (AGM), Finite Element (FEM), Rung...

In many real word applications, beam has nonlinear transversely vibrations. Solving systems is complicated because of the high dependency system variables and boundary conditions. It important to have an accurate parametric analysis for understanding vibration characteristics. This paper presents approximate solution a vibrating with odd even terms using Akbari–Ganji Method (AGM). method effect...

In this investigation, attempts have been made to solve two-dimension nonlinear viscous flow between slowly expanding or contracting walls with weak permeability by utilizing a semi analytical Akbari Ganji's Method (AGM). As regard to previous papers, solving of nonlinear equations is difficult and the results are not accurate. This new approach is emerged after comparing the achieved solutions...

A device that transforms chemical energy into electrical is an electrochemical cell. The reaction type inside the cell determines whether it exothermic or endothermic. This paper discusses mathematical modelling of explosions in a slab. model based on nonlinear equation containing term related to Arrhenius, bimolecular, and sensitised laws kinetics. absolute temperature can be derived by solvin...

The innovation of the present paper is analytical study Brownian motion effects on nanofluid flow and electromagnetic force between parallel disks with a heat source. Nanoparticle nondimensional temperature field velocity fluid were analyzed using Akbari-Ganji’s Method radial basis function approximation based Hardy multiquadric function. (AGM) strong method that solves any linear nonlinear dif...

In this study, Akbari-Ganji’s Method (AGM) was applied to solve Volterra Integro-Differential Difference Equations (VIDDE) using Legendre polynomials as basis functions. Here, a trial solution function of unknown constants that conform with the differential equations together initial conditions were assumed and substituted into under consideration. The coefficients are solved for new proposed a...

Abstract Two approximate analytical expressions based on third degree polynomial and Akbari–Ganji’s method (AGM) were derived for the reaction/diffusion controlled kinetics of an immobilized enzyme ( $$IE$$ IE ) systems. The approximation methods predict substrate concentration profile ...

Ganji and Abdollahzadeh [D.D. Ganji, M. Abdollahzadeh, Appl. Math. Comput. 206 (2008) 438–444] derived three supposedly new travelling-wave solutions to Lax’s seventh-order KdV equation. Each solution was obtained by a different method. It is shown that any two of the solutions may be obtained trivially from the remaining solution. Furthermore it is noted that one of the solutions has been know...