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Article information
2026 , Volume 31, ¹ 1, p.76-91
Winnicki I.A.
FEM: linear advection and Hermite elements. Part II. Numerical experiments
Solutions of the linear advection equation at constant wind speed with an initial condition, which describes the propagation of a jump to the right obtained on the basis of the Hermite elements of the second, third and fifth degree are compared with solutions obtained on the basis of Lax –Wendroff, Lagrange linear elements and Galerkin – Crank – Nicolson type schemes.
Keywords: finite element method, finite difference method, Hermite elements, Thomass algorithm, Lax - Wendroff method
Author(s):
Winnicki Ireneusz Andrzej
Professor
Office: Military University of Technology, Faculty of Civil Engineering and Geodesy
Address: 00-908, Poland, Warsawa, gen. Sylwestra Kaliskiego 2 Str
Bibliography link:
Winnicki I.A. FEM: linear advection and Hermite elements. Part II. Numerical experiments // Computational technologies. 2026. V. 31. ¹ 1. P. 76-91
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