期刊論文
| 學年 | 104 |
|---|---|
| 學期 | 2 |
| 出版（發表）日期 | 2016-03-01 |
| 作品名稱 | Computations of two-fluid models based on a simple and robust hybrid primitive variable Riemann solver with AUSMD |
| 作品名稱（其他語言） | |
| 著者 | Yang-Yao Niu |
| 單位 | |
| 出版者 | |
| 著錄名稱、卷期、頁數 | Journal of Computational Physics 308, pp.389-410 |
| 摘要 | This paper is to continue our previous work in 2008 on solving a two-fluid model for compressible liquid–gas flows. We proposed a pressure–velocity based diffusion term original derived from AUSMD scheme of Wada and Liou in 1997 to enhance its robustness. The proposed AUSMD schemes have been applied to gas and liquid fluids universally to capture fluid discontinuities, such as the fluid interfaces and shock waves, accurately for the Ransom's faucet problem, air–water shock tube problems and 2D shock–water liquid interaction problems. However, the proposed scheme failed at computing liquid–gas interfaces in problems under large ratios of pressure, density and volume of fraction. The numerical instability has been remedied by Chang and Liou in 2007 using the exact Riemann solver to enhance the accuracy and stability of numerical flux across the liquid–gas interface. Here, instead of the exact Riemann solver, we propose a simple AUSMD type primitive variable Riemann solver (PVRS) which can successfully solve 1D stiffened water–air shock tube and 2D shock–gas interaction problems under large ratios of pressure, density and volume of fraction without the expensive cost of tedious computer time. In addition, the proposed approach is shown to deliver a good resolution of the shock-front, rarefaction and cavitation inside the evolution of high-speed droplet impact on the wall. |
| 關鍵字 | Primitive variable Riemann solver;AUSMD;Two-fluid model;Multi-phase flows |
| 語言 | en_US |
| ISSN | 0021-9991 |
| 期刊性質 | 國外 |
| 收錄於 | SCI |
| 產學合作 | |
| 通訊作者 | Yang-Yao Niu |
| 審稿制度 | 是 |
| 國別 | USA |
| 公開徵稿 | |
| 出版型式 | ,電子版,紙本 |
| 相關連結 |
機構典藏連結 ( http://tkuir.lib.tku.edu.tw:8080/dspace/handle/987654321/106059 ) |