• 沒有找到結果。

國家理論科學研究中心數學組 (臺北辦公室)

N/A
N/A
Protected

Academic year: 2022

Share "國家理論科學研究中心數學組 (臺北辦公室)"

Copied!
1
0
0

加載中.... (立即查看全文)

全文

(1)

Speaker: San-Yih Lin (Department of Aeronautics and Astronautics, NCKU)

Title: Pressure Correction Method for Fluid-Particle Interaction and Two-Phase Flow Problems

Abstract:

A pressure correction method coupled with a direct-forcing immersed boundary (IB) method and the volume of fluid (VOF) method is developed to simulate fluid-particle interaction and

two-phase flows. This method uses a pressure correction method to solve incompressible flow fields, an IB method to handle fluid-particle interactions, and the VOF method to solve the two-phase flow. A direct forcing method is introduced in the IB method to capture particle

motions. A third-order modified monotone upwind scheme for conservation law (modified MUSCL) is used to solve the solutions of the advection equation. Moreover, by applying the Gauss

theorem, the formulas for computing the hydrodynamic force and torque acting on the particle from flows are derived from the volume integral of the particle instead of the particle surface. For demonstrating the efficiency and capability of the present method, sedimentations of many

spherical particles in an enclosure, three-dimensional broken dam problem, three-dimensional rising bubble, and three-dimensional wave impact on a tall structure are performed. Finally, the numerical method is applied to investigate the granular flow impact on a tall structure and the bubble generation and the flow of a falling ellipse.

Keywords: Pressure correction method, Volume of fluid, Immersed boundary method, Fluid- particle interaction, Two-phase flow, falling ellipse.

Time: Oct. 3 (Fri.) 13:20 – 14:20

Venue: R440, Astro-Math Building (NTU Campus) Organizer: Jenn-Nan Wang (NTU)

For more information, please refer to http://www.cts.ntu.edu.tw/, or contact “[email protected]

國家理論科學研究中心數學組 (臺北辦公室)

IAMS / NCTS-TPE Applied Math Seminar

參考文獻

相關文件

Using chemical species inside a small aqueous volume (a cell) as an example, we introduce Delbruck-Gillespie birth-and-death process for chemical reactions dynamics. Using

In this seminar, I will first give a general introduction to the basics of atomic force microscopy (AFM), and explain how, by using AFM based techniques, we are able to

We have proposed a method for linear and nonlinear eigenvalue problems that uses complex moments obtained by contour integral. This method is called the

To this end, we learned as undergraduates a few useful techniques, such as the Method of Successive Substitution, the Bisection method, the Secant Method, and the Newton-Raphson

These computational models can quantitatively simulate cognitive functions using plausible neural mechanisms and explain seemingly conflicting data in a coherent framework. In

Chen, The semismooth-related properties of a merit function and a descent method for the nonlinear complementarity problem, Journal of Global Optimization, vol.. Soares, A new

In this paper, we propose a family of new NCP functions, which include the Fischer-Burmeister function as a special case, based on a p-norm with p being any fixed real number in

On the other hand, we provide an alternative proof, which uses the new properties of the merit function, for the convergence result of the descent method considered in [Chen, J.-S.: