[图书][B] Optimal homotopy asymptotic method
V Marinca, N Herisanu, V Marinca, N Herisanu - 2015 - Springer
The notion of homotopy is an important part of topology and thus of differential geometry.
The homotopy continuation method or shortly speaking homotopy was known as early as in …
The homotopy continuation method or shortly speaking homotopy was known as early as in …
[HTML][HTML] A note on optimal homotopy asymptotic method for the solutions of fractional order heat-and wave-like partial differential equations
Optimal homotopy asymptotic method (OHAM) is prolifically implemented to find the optimal
solutions of fractional order heat-and wave-like equations. We inspect the competence of the …
solutions of fractional order heat-and wave-like equations. We inspect the competence of the …
Homotopy analysis method for predicting multiple solutions in the channel flow with stability analysis
P Rana, N Shukla, Y Gupta, I Pop - Communications in Nonlinear Science …, 2019 - Elsevier
The present theoretical investigation covers a study of finding the multiple solutions of a
Jeffery–Hamel flow and heat transfer under the influence of magnetic field. An analytical …
Jeffery–Hamel flow and heat transfer under the influence of magnetic field. An analytical …
On the solution of MHD Jeffery–Hamel problem involving flow between two nonparallel plates with a blood flow application
Abstract The Jeffery–Hamel flow phenomenon appears in a variety of real‐world
applications involving the flow of two nonparallel plates. BY using a similarity transformation …
applications involving the flow of two nonparallel plates. BY using a similarity transformation …
Numerical treatment for nonlinear MHD Jeffery–Hamel problem using neural networks optimized with interior point algorithm
In this paper new computational intelligence techniques have been developed for the
nonlinear magnetohydrodynamics (MHD) Jeffery–Hamel flow problem using three different …
nonlinear magnetohydrodynamics (MHD) Jeffery–Hamel flow problem using three different …
Design of bio-inspired computing technique for nanofluidics based on nonlinear Jeffery–Hamel flow equations
In this study, stochastic numerical treatment is presented for boundary value problems
(BVPs) arising in nanofluidics for nonlinear Jeffery–Hamel flow (NJ-HF) equations using …
(BVPs) arising in nanofluidics for nonlinear Jeffery–Hamel flow (NJ-HF) equations using …
An investigation with Hermite Wavelets for accurate solution of Fractional Jaulent–Miodek equation associated with energy-dependent Schrödinger potential
In the present paper, a wavelet method based on the Hermite wavelet expansion along with
operational matrices of fractional derivative and integration is proposed for finding the …
operational matrices of fractional derivative and integration is proposed for finding the …
Investigation of non-linear MHD Jeffery–Hamel blood flow model using a hybrid metaheuristic approach
In this paper, a hybrid metaheuristic of Particle Swarm Optimization (PSO) and the Interior
Point Algorithm (IPA) is used to analyze and find better solutions to the nonlinear magneto …
Point Algorithm (IPA) is used to analyze and find better solutions to the nonlinear magneto …
[HTML][HTML] Stability analysis of MHD Jeffery–Hamel flow using artificial neural network
H Ullah, AM Alqahtani, M Fiza, K Ullah… - International Journal of …, 2024 - Elsevier
The current research explores the useful impact of artificial neural networks (ANN) back-
propagation along Levenberg-Marquardt Method (ANN-BLMM), for findng the influence of …
propagation along Levenberg-Marquardt Method (ANN-BLMM), for findng the influence of …
Approximate solution of nonlinear system of BVP arising in fluid flow problem
We extend for the first time the applicability of the Optimal Homotopy Asymptotic Method
(OHAM) to find approximate solution of a system of two‐point boundary‐value problems …
(OHAM) to find approximate solution of a system of two‐point boundary‐value problems …