B-spline Interpolation Compared with Finite Difference, Finite Element and Finite Volume Methods Which Applied to Two-Point Boundary Value Problems

Çağlar, HikmetÇağlar, NazanElfaituri, Khaled2016-04-192016-04-192006-04-01http://hdl.handle.net/11413/998This paper considers the B-spline interpolation and compares this method with finite difference, finite element and finite volume methods which applied to the two-point boundary value problem. -d/dx(p(x)du/dx) = f(x), a < x < b, u(a) = u(b) = 0.en-USPiecewise PolynomialB-spline InterpolationFinite DifferenceFinite ElementFinite VolumeNumerical-SolutionParçalı PolinomB-spline EnterpolasyonSonlu FarklarSonlu ElemanlarSonlu HacimSayısal ÇözümB-spline Interpolation Compared with Finite Difference, Finite Element and Finite Volume Methods Which Applied to Two-Point Boundary Value ProblemsArticle2417768000072417768000072-s2.0-336449292732-s2.0-33644929273