Heat transfer in the flow of blood‐gold Carreau nanofluid induced by partial slip and buoyancy
Dynamics of blood containing gold nanoparticles on a syringe and other objects with a
nonuniform thickness is of importance to experts in the industry. This study presents the …
nonuniform thickness is of importance to experts in the industry. This study presents the …
[HTML][HTML] Nonlinear transient heat conduction analysis of functionally graded materials in the presence of heat sources using an improved meshless radial point …
An improved meshless radial point interpolation method, for the analysis of nonlinear
transient heat conduction problems is proposed. This method is implemented for the heat …
transient heat conduction problems is proposed. This method is implemented for the heat …
Advanced numerical scheme and its convergence analysis for a class of two-point singular boundary value problems
In the past decades, many applications related to applied physics, physiology and
astrophysics have been modelled using a class of two-point singular boundary value …
astrophysics have been modelled using a class of two-point singular boundary value …
[HTML][HTML] Replacing the finite difference methods for nonlinear two-point boundary value problems by successive application of the linear shooting method
This paper studies numerical solution of nonlinear two-point boundary value problems for
second order ordinary differential equations. First, it establishes a connection between the …
second order ordinary differential equations. First, it establishes a connection between the …
Numerical solution of two-point nonlinear boundary value problems via Legendre–Picard iteration method
The aim of the present work is to introduce an effective numerical method for solving two-
point nonlinear boundary value problems. The proposed iterative scheme, called the …
point nonlinear boundary value problems. The proposed iterative scheme, called the …
Solution of two point boundary value problems, a numerical approach: parametric difference method
PK Pandey - Applied Mathematics and Nonlinear Sciences, 2018 - sciendo.com
In this article, we have presented a parametric finite difference method, a numerical
technique for the solution of two point boundary value problems in ordinary differential …
technique for the solution of two point boundary value problems in ordinary differential …
Alternating minimization algorithm for polynomial optimal control problems
Many optimal control problems can be cast into polynomial optimization problems through
the discretization and conversion of expressions. The polynomial programming problem can …
the discretization and conversion of expressions. The polynomial programming problem can …
Implicit Euler time discretization and FDM with Newton method in nonlinear heat transfer modeling
This paper considers one-dimensional heat transfer in a media with temperature-dependent
thermal conductivity. To model the transient behavior of the system, we solve numerically the …
thermal conductivity. To model the transient behavior of the system, we solve numerically the …
A quasi-linear local variational iteration method for orbit transfer problems
H Feng, X Yue, X Wang - Aerospace Science and Technology, 2021 - Elsevier
A novel Quasi-linear Local Variational Iteration Method (QLVIM) for solving two-point
boundary value problems (TPBVPs) of strongly nonlinear systems is proposed. With quasi …
boundary value problems (TPBVPs) of strongly nonlinear systems is proposed. With quasi …
A Coupled PDE-ODE Model for Nonlinear Transient Heat Transfer with Convection Heating at the Boundary: Numerical Solution by Implicit Time Discretization and …
This article considers heat transfer in a solid body with temperature-dependent thermal
conductivity that is in contact with a tank filled with liquid. The liquid in the tank is heated by …
conductivity that is in contact with a tank filled with liquid. The liquid in the tank is heated by …