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- W4247811441 abstract "In this study, the surface marker method, one of the particle tracking methods, used to track the free surface is extended to cover the more general cases easily including the collision and separation of the free surface. In surface particle method to redistribute particles effectively using the grid system, the free surface is composed of the sum of quadrilaterals having four curves where fixed markers are placed at ends of each curve. Fixed markers are used to know how curves are connected to each other. The position of fixed markers can move as the free surface deforms but all fixed markers cannot be deleted during all time of simulation to keep informations of curve connection. In the case of the collision or separtion of the free surface where several curves can be intersected disorderly, severe difficulties can occur to define newly states of curve connection. In this study, the adaptable surface parTicle method without fixed markers is introduced. Intersection markers instead of the fixed markers are used to define quadrilaterals. The position of the intersection markers is defined to be the intersection point between the free surface and the edge of the grid and it can be added or deleted during the time of simulation to allow more flexibilities. To verify numerical schemes, two flow cases are simulated and the numerical results are compared with other's one and shown to be valid." @default.
- W4247811441 created "2022-05-12" @default.
- W4247811441 creator A5082656460 @default.
- W4247811441 date "2017-02-20" @default.
- W4247811441 modified "2023-09-26" @default.
- W4247811441 title "Numerical Analysis of Free Surface Flows Using Adaptable Surface Particle Method based on Grid System" @default.
- W4247811441 doi "https://doi.org/10.3744/snak.2017.54.1.26" @default.
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