Titlebook: Computational Fluid Dynamics for the 21st Century; Proceedings of a Sym Mohamed Hafez,Koji Morinishi,Jacques Periaux Conference proceedings

透明

新鮮

合群

S. Albeverio,Ph. Blanchard,R. H?egh-Krohnlic problems including compressible flows with shocks. The DNC and RBC schemes produce high-order results, but the RBC scheme proves to be much better for shock capturing capabilities and computational efficiency.

令人發(fā)膩

Residual-Based Compactness versus Directionality for High-Order Compressible Flow Calculationslic problems including compressible flows with shocks. The DNC and RBC schemes produce high-order results, but the RBC scheme proves to be much better for shock capturing capabilities and computational efficiency.

corn732

Cartesian Grid Approach with Virtual Boundary Method and Its Applicationsthe body surface is expressed by a set of plural points, and the velocity components on virtual boundary are feedbacked to the momentum equations as the additional forcing terms. In order to validate the present method, the DNSs of flow around a circular cylinder are considered. The flow characteris

deadlock

英寸

假設(shè)

DEFT

Progress in the Development of a Class of Efficient Low Dissipative High Order Shock-Capturing Metho Yee (2000), the issue of nonlinear stability of the compressible Euler and Navier-Stokes Equations, including physical boundaries, and the corresponding development of the discrete analogue of nonlinear stable high order schemes, including boundary schemes, were developed, extended and evaluated fo

連鎖,連串

A second-order-accurate fluctuation splitting scheme for unsteady hyperbolic problemsStokes) equations, to the case of unsteady flows. Two slightly different approaches are proposed for the one- and two-dimensional flow-cases, respectively..For the one-dimensional Euler equations, a predictor-corrector scheme is proposed, which combines a first-order-accurate FS scheme at the predic