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Level Set Finite Element Analysis of Flow Fields with Free Surfaces
Hyoung gwon Choi(최형권),Hee won Lee(이희원) 한국유체기계학회 2006 유체기계 연구개발 발표회 논문집 Vol.- No.-
As far as the author knows, few papers have been reported for the level set simulation of a two phase flow based on unstructured background mesh. Almost all existing studies are based on structured mesh using finite difference or finite volume method as spatial discretization. Therefore, the application of the existing level set methods based on structured mesh to a free surface flow problem in a complex geometry is not straightforward. In the present study, a level set based free surface flow code has been developed using finite element discretization, which can be utilized for the analysis of a free surface flow in a complex geometry. Since the finite element method has been employed for the spatial discretization of governing equations, an unstructured mesh can be naturally adopted for the level set simulation of a free surface flow. A solution method of the hyperbolic type redistancing and advection equations of the level set function has been devised in order to give a bounded solution on an unstructured mesh. In this study, some results of the level set simulation based on finite element method for free surface flow problems are discussed and compared with the existing results. It has been shown that the present simulation method based on FEM gives a satisfactory solution with the level set method alone while the other researches based on finite difference/volume method use a combined level-set/volume-of-fluid method(CLSVOF) or solve another equation of the volume conservation constraint in order to circumvent a volume loss/gain problem in a level set simulation.
Simulation of Biocube- Fluid Mixture Using Combined Formulation
Choi, Hyoung-Gwon,Lee, Myeong-Ho,Yong, Ho-Taek The Korean Society of Mechanical Engineers 2004 JOURNAL OF MECHANICAL SCIENCE AND TECHNOLOGY Vol.18 No.8
Combined formulation developed for the fluid-particle mixture is introduced to simulate the biocube-fluid mixture flow, which is utilized for sewage disposal. Some tricky boundary conditions are introduced in order to simulate the effect of screen wall and air bubble, which is injected from the bottom of sewage reservoir. It has been shown that a circulated flow pattern, which was observed in experiment, is reproduced from the present numerical simulation. Furthermore, the effect of biocube density on the distribution pattern of biocube is also studied. It has been shown that a biocube whose density is slightly smaller than that of surrounding fluid or neutrally buoyant one are optimal for the uniform distribution of biocube.
Simulation of Biocube-Fluid Mixture Using Combined Formulation
Hyoung-gwon Choi,Myeong-ho Lee,Ho Taek Yong 대한기계학회 2004 JOURNAL OF MECHANICAL SCIENCE AND TECHNOLOGY Vol.18 No.8
Combined formulation developed for the fluid-particle mixture is introduced to simulate the biocube-fluid mixture flow, which is utilized for sewage disposal. Some tricky boundary conditions are introduced in order to simulate the effect of screen wall and air bubble, which is injected from the bottom of sewage reservoir. It has been shown that a circulated flow pattern, which was observed in experiment, is reproduced from the present numerical simulation. Furthermore, the effect of biocube density on the distribution pattern of biocube is also studied. It has been shown that a biocube whose density is slightly smaller than that of surrounding fluid or neutrally buoyant one are optimal for the uniform distribution of biocube.
최소자승법과 Level-set 방법을 이용한 3차원 슬로싱 유동의 수치해석
최형권(Hyoung-gwon Choi) 대한기계학회 2008 대한기계학회 춘추학술대회 Vol.2008 No.11
In the present study, a three-dimensional least square/level set based two-phase flow code was developed for the simulation of three-dimensional sloshing problems using finite element discretization. The present method can be utilized for the analysis of a free surface flow problem in a complex geometry due to the feature of FEM. Since the finite element method is employed for the spatial discretization of governing equations, an unstructured mesh can be naturally adopted for the level set simulation of a free surface flow without an additional load for the code development except that solution methods of the hyperbolic type redistancing and advection equations of the level set function should be devised in order to give a bounded solution on the unstructured mesh. From the numerical experiments of the present study, it is shown that the proposed method is both robust and accurate for the simulation three-dimensional sloshing problems.
채널 유동에서 점성이 단일 입자 혼합 유동의 suspension 에 미치는 영향
최형권(Hyoung-gwon Choi) 대한기계학회 2009 大韓機械學會論文集B Vol.33 No.3
Suspension of a single solid particle in a channel flow with a constant pressure gradient is studied numerically. The interaction of a circular particle with a surrounding Newtonian fluid is formulated using a combined formulation. Numerical results are presented using two dimensionless variables: the sedimentation Reynolds number and the generalized Froude number. From the present results, it has been shown that a solid particle is suspended at a smaller generalized Froude number as the viscosity of the surrounding fluid increases. The time taken for equilibrium position is found to be smaller as fluid viscosity increases when both : the sedimentation Reynolds number and the generalized Froude number are the same while, at the same situation, the dimensionless time taken for equilibrium position is to be nearly the same regardless of fluid viscosity when a dimensionless time variable is introduced
Level Set 유한요소해석의 Redistance 방정식의 Dirichlet 경계조건에 대한 연구
최형권(Hyoung-gwon Choi) 대한기계학회 2008 대한기계학회 춘추학술대회 Vol.2008 No.5
The proper imposition of the Dirichlet boundary condition of the redistance equation of level set method is a very important factor for an accurate simulation of multiphase flows, especially for the matter of mass conservation. In this paper, a new method which improves the conventional procedure of the imposition of the Dirichlet boundary condition of the redistance equation of level set method is proposed. The key idea of the proposed method is to correct the level set values of finite elements which an interface line/surface intersects using a direct method. For the numerical solution of the incompressible Navier-Stokes equation PIPI four-step fractional method is employed and least-square method is used for the solution of the advection and redistance equation. Some benchmark problems are solved using the proposed method and compared with the results of the conventional method.