A fractional order investigation of smoking model using Caputo-Fabrizio differential operator
Smoking is a social trend that is prevalent around the world, particularly in places of learning
and at some significant events. The World Health Organization defines smoking as the most …
and at some significant events. The World Health Organization defines smoking as the most …
Numerical simulation of entropy optimization in radiative hybrid nanofluid flow in a variable features Darcy–Forchheimer curved surface
Studies associated with ethylene glycol (EG) have great significance in various engineering
sectors because EG is more useful as a cooling agent in various engines. Furthermore, fluid …
sectors because EG is more useful as a cooling agent in various engines. Furthermore, fluid …
Two novel computational techniques for solving nonlinear time-fractional Lax's Korteweg-de Vries equation
This article investigates the seventh-order Lax's Korteweg–de Vries equation using the Yang
transform decomposition method (YTDM) and the homotopy perturbation transform method …
transform decomposition method (YTDM) and the homotopy perturbation transform method …
Energy transfer through a magnetized williamson hybrid nanofluid flowing around a spherical surface: Numerical simulation
A computational simulation of Williamson fluid flowing around a spherical shape in the case
of natural convection is carried out. The Lorentz force and constant wall temperature are …
of natural convection is carried out. The Lorentz force and constant wall temperature are …
Novel Approaches for solving fuzzy fractional partial differential equations
M Osman, Y Xia, M Marwan, OA Omer - Fractal and Fractional, 2022 - mdpi.com
In this paper, we present a comparison of several important methods to solve fuzzy partial
differential equations (PDEs). These methods include the fuzzy reduced differential …
differential equations (PDEs). These methods include the fuzzy reduced differential …
Fractional view analysis of Emden-Fowler equations with the help of analytical method
This work aims at a new semi-analytical technique called the Adomian decomposition
method for the analysis of time-fractional Emden–Fowler equations. The Laplace …
method for the analysis of time-fractional Emden–Fowler equations. The Laplace …
Multi-term fractional linear equations modeling oxygen subdiffusion through capillaries
For $0<\nu_2<\nu_1\leq 1$, we analyze a linear integro-differential equation on the space-
time cylinder $\Omega\times (0, T) $ in the unknown $ u= u (x, t) $$$\mathbf {D} …
time cylinder $\Omega\times (0, T) $ in the unknown $ u= u (x, t) $$$\mathbf {D} …
Development and Research of a Modified Upwind Leapfrog Scheme for Solving Transport Problems
A Sukhinov, A Chistyakov, I Kuznetsova, Y Belova… - Mathematics, 2022 - mdpi.com
Modeling complex hydrodynamic processes in coastal systems is an important problem of
mathematical modeling that cannot be solved analytically. The approximation of convective …
mathematical modeling that cannot be solved analytically. The approximation of convective …
Fractional view analysis of Fornberg–Whitham equations by using Elzaki transform
We present analytical solutions of the Fornberg–Whitham equations with the aid of two well-
known methods: Adomian decomposition transform and variational iteration transform …
known methods: Adomian decomposition transform and variational iteration transform …
A note on the application of the Guermond–Pasquetti mass lumping correction technique for convection–diffusion problems
SV Siryk - Journal of Computational Physics, 2019 - Elsevier
We provide a careful Fourier analysis of the Guermond–Pasquetti mass lumping correction
technique (Guermond and Pasquetti, 2013 [11]) applied to pure transport and convection …
technique (Guermond and Pasquetti, 2013 [11]) applied to pure transport and convection …