Application of Aboodh homotopy perturbation transform method for fractional-order convection–reaction–diffusion equation within caputo and atangana–baleanu …
H Yasmin - Symmetry, 2023 - mdpi.com
This article is an analysis of fractional nonlinear convection–reaction–diffusion equations
involving the fractional Atangana–Baleanu and Caputo derivatives. An efficient Aboodh …
involving the fractional Atangana–Baleanu and Caputo derivatives. An efficient Aboodh …
SUPG-YZβ computation of chemically reactive convection-dominated nonlinear models
In this computational study, we deal with the stabilized finite element solutions of convection-
dominated models having nonlinear reaction mechanisms. The existence of advection terms …
dominated models having nonlinear reaction mechanisms. The existence of advection terms …
Discontinuous Galerkin method with arbitrary polygonal finite elements
J Jaśkowiec, P Pluciński, A Stankiewicz - Finite Elements in Analysis and …, 2016 - Elsevier
The paper presents the efficient application of discontinuous Galerkin (DG) method on
polygonal meshes. Three versions of the DG method in which the approximation is …
polygonal meshes. Three versions of the DG method in which the approximation is …
An enhanced SUPG-stabilized finite element formulation for simulating natural phenomena governed by coupled system of reaction-convection-diffusion equations
S Cengizci - Mathematical Modelling and Numerical Simulation with …, 2023 - dergipark.org.tr
Many phenomena arising in nature, science, and industry can be modeled by a coupled
system of reaction-convection-diffusion (RCD) equations. Unfortunately, obtaining analytical …
system of reaction-convection-diffusion (RCD) equations. Unfortunately, obtaining analytical …
[HTML][HTML] Collocation method for convection-reaction-diffusion equation
S Sharifi, J Rashidinia - Journal of King Saud University-Science, 2019 - Elsevier
A collocation method based on B-spline is developed for solving Convection-Reaction-
Diffusion equation subjected to Dirichlet's boundary conditions. The method comprises an …
Diffusion equation subjected to Dirichlet's boundary conditions. The method comprises an …
Moving mesh discontinuous Galerkin methods for PDEs with traveling waves
In this paper, a moving mesh discontinuous Galerkin (dG) method is developed for nonlinear
partial differential equations (PDEs) with traveling wave solutions. The moving mesh …
partial differential equations (PDEs) with traveling wave solutions. The moving mesh …
An implicit-explicit local method for parabolic partial differential equations
Purpose The purpose of this article is to derive an implicit-explicit local differential transform
method (IELDTM) in dealing with the spatial approximation of the stiff advection-diffusion …
method (IELDTM) in dealing with the spatial approximation of the stiff advection-diffusion …
Pricing European and American options under Heston model using discontinuous Galerkin finite elements
This paper deals with pricing of European and American options, when the underlying asset
price follows Heston model, via the interior penalty discontinuous Galerkin finite element …
price follows Heston model, via the interior penalty discontinuous Galerkin finite element …
[PDF][PDF] Faaliyet Raporu
FENB ENSTITUSU - 2016 - fbe.deu.edu.tr
FAALIYET RAPoRU Page 1 , 2019 YILI DElJ FEN BILIMLERI ENSTITUSU FAALIYET RAPoRU
Page 2 IClNI)t]KILIıR üsr yöNgricİ S[JNUŞU....,. I- GENEL BiLGiLER...... A- Misyon ve Vizyon …
Page 2 IClNI)t]KILIıR üsr yöNgricİ S[JNUŞU....,. I- GENEL BiLGiLER...... A- Misyon ve Vizyon …
[BUCH][B] Adaptive discontinuous Galerkin methods for non-linear reactive flows
M Uzunca - 2016 - Springer
Production of drinkable water for human consumption and for other supply purposes, as well
as exploitation of available geo-resources by human intervention, are the main …
as exploitation of available geo-resources by human intervention, are the main …