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A Novel Computational Method for Coupled Two Point Boundary Value Problem
The paper deals with Finite difference Method of solving a boundary value problem involving a coupled pair of system of Ordinary Differential Equations. A novel iterative scheme is given for solving the Finite Difference Equations. Quasi-linearization used to convert a nonlinear problem into a series of linear problems. A problem from a flow of a nanofluid is presented as an example.
A Novel Computational Method for Coupled Two Point Boundary Value Problem
The paper deals with Finite difference Method of solving a boundary value problem involving a coupled pair of system of Ordinary Differential Equations. A novel iterative scheme is given for solving the Finite Difference Equations. Quasi-linearization used to convert a nonlinear problem into a series of linear problems. A problem from a flow of a nanofluid is presented as an example.
A Novel Computational Method for Coupled Two Point Boundary Value Problem
Narender Ganji (author) / Govardhan Kamatam (author)
2020
Article (Journal)
Electronic Resource
Unknown
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