Title : ( Isogeometrical solution of Laplace equation )
Authors: Behrooz Hassani , N. Z. Moghaddam , S. M. Tavakkoli ,
Full TextAbstract
A solution for Laplace partial differential equation by using Spline basis functions is presented. The formulation is derived and its differences with the finite element method are explained. The effect of some of parameters such as the knot vector and grid of control points on the solution is investigated. Finally, a few examples are presented to demonstrate the efficiency of the method.
Keywords
Spline basis functions; Isogeometrical analysis; Laplace equation; Finite elements
@article{paperid:1034227,
author = {Hassani, Behrooz and N. Z. Moghaddam and S. M. Tavakkoli},
title = {Isogeometrical solution of Laplace equation},
journal = {Asian Journal of Civil Engineering-Building And Housing},
year = {2009},
volume = {10},
number = {5},
month = {October},
issn = {1563-0854},
pages = {579--592},
numpages = {13},
keywords = {Spline basis functions; Isogeometrical analysis; Laplace equation; Finite elements},
}
%0 Journal Article
%T Isogeometrical solution of Laplace equation
%A Hassani, Behrooz
%A N. Z. Moghaddam
%A S. M. Tavakkoli
%J Asian Journal of Civil Engineering-Building And Housing
%@ 1563-0854
%D 2009
