Jameson, A (1983) Solution of the Euler equations for two-dimensional transonic flow by a multigrid method. Applied Math. and Comp. 13: pp. 327-355A. Jameson "Solution of the Euler Equations for a Two-Dimen
To avoid computational difficulties typical of the elliptic wave equation, the solution of the associated hyperbolic Euler equations has been proposed by several authors who used finite-differences. The finite-difference scheme requires a large number of grid points (in excess of 20 points/wavelength ...
Keywords:multidimensionalconservationlaws;Eulerequationsofgasdynamics;Riemannproblem; semi-discretecentralschemes;nonoscillatorypiecewisepolynomialreconstructions 1.INTRODUCTION Wereporthereonournumericalstudyoftwo-dimensional(2-D)Riemannproblemforthe compressibleEulerequations,followingtheworksofSchultz-Rinneetal.[1,2],Cha...
G Faye,J Rankin,P Chossat - 《Journal of Mathematical Biology》 被引量: 21发表: 2013年 Adaptive solution of differential equations for the regularization of artificial neural networks The authors propose using artificial neural networks to model the solution of the two-dimensional Euler equation whi...
Solution of the Euler equations for two dimensional transonic flow by a multigrid method 热度: A solution of the two-dimensional boundary-layer equations for an Ostwald—deWaele fluid 热度: Algebraic Approaches to Partial Differential Equations 热度: 相关推荐 CMCS’03 Preliminary Version ...
DISCONTINUOUS GALERKIN SOLUTION OF THE EULER EQUATIONS USING AN h-MULTIGRID METHODIn contrast to the growing number of papers devoted to the p-multigrid technique in DG methods, h- multigrid has received far less attention in the DG context [1]. One reason for this is that p-multigrid ...
Rizzi, A., Bailey, H. (1979). Finite-volume solution of the euler equations for steady three-dimensional transonic flow. In: van de Vooren, A.I., Zandbergen, P.J. (eds) Proceedings of the Fifth International Conference on Numerical Methods in Fluid Dynamics June 28 – July 2, 1976 Tw...
The entire FEM including variational formulation, finite element formulation, choice of elements, choice of basis function, constructing stiff matrix, constructing load vector has been discussed. Numerical results for one-dimensional fourth order differential equation which arises in Euler-Bernoulli beam ...
Hou and G. Luo to describe a singular solution of the 3D axisymmetric Euler equations leads, without assuming any asymptotic condition on the self-similar profiles, to an overdetermined system of partial differential equations that produces two families of solutions: a class of trivial solutions in...
In the current work, numerical solution of a two-dimensional fractional evolution equation has been investigated by using two different aspects of strong form meshless methods. In the first method a time discretization approach and a numerical technique based on the convolution sum are employed to ap...