CitedEvidence
User Settings
Open AccessArticle

A mesh adaptive compressible Euler model for the simulation of cavitating flow

Claes Eskilsson,Rickard Bensow-2011-01-01-QRU Quaderns de Recerca en Urbanisme

TL;DRAbstract

We present computations of cavitating flow over a NACA0015 hydrofoil. The simulations are performed by a finite volume compressible Euler model with dynamic mesh adaptation. The adaptive mesh refinement (AMR) is driven by a generic, simple and efficient error estimator based on the jump in value between cell faces for a given variable. It is shown that AMR based on vapour fraction provide unsatisfactory results both for (quasi-)steady and unsteady cavitation, as the major flow features are not captured. Instead, adaptivity driven by the Q-value proved successful even for resolving the cavity interface.

Chat with Paper

AI Agents for this Paper

We present computations of cavitating flow over a NACA0015 hydrofoil. The simulations are performed by a finite volume compressible Euler model with dynamic mesh adaptation. The adaptive mesh refinement (AMR) is driven by a generic, simple and efficient error estimator based on the jump in value between cell faces for a given variable. It is shown that AMR based on vapour fraction provide unsatisfactory results both for (quasi-)steady and unsteady cavitation, as the major flow features are not captured. Instead, adaptivity driven by the Q-value proved successful even for resolving the cavity interface.

Keywords

CavitationComputationEuler equationsCompressible flowFinite volume methodFlow (mathematics)Computer scienceEstimator

Chat

Click to start Chat