2014
DOI: 10.1155/2014/209575
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A Meshless Solution Method for Unsteady Flow with Moving Boundary

Abstract: Using the concept of overlapping mesh method for reference, a new method called as Overlapping Clouds of Points Method (OCPM) is firstly proposed to simulate unsteady flow with moving boundary problems based on meshless method. Firstly, a set of static background discrete points is generated in the whole calculation zone. Secondly, moving discrete points are created around moving body. According to the initial position of moving object in the flow field, the two sets of discrete points can be overlapped. With … Show more

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Cited by 3 publications
(3 citation statements)
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“…29 Recently, another attractive alternative is the meshless method, which discretizes the incompressible flow governing equations by making use of point clouds. 30,31 Without relying on stencils, elements, or control volumes, meshless methods also do not require mesh generation. This not only simplifies the costly and time consuming process but also avoids various topological and connectivity problems.…”
Section: Resultsmentioning
confidence: 99%
“…29 Recently, another attractive alternative is the meshless method, which discretizes the incompressible flow governing equations by making use of point clouds. 30,31 Without relying on stencils, elements, or control volumes, meshless methods also do not require mesh generation. This not only simplifies the costly and time consuming process but also avoids various topological and connectivity problems.…”
Section: Resultsmentioning
confidence: 99%
“…They are relatively stationary and store the characteristic information of local fluid flow. 36 Set of background discrete points is generated and remains fixed while the solid bodies are moving. Their topology doesn't change during the numerical iteration.…”
Section: Overlapping Point Cloud Methodsmentioning
confidence: 99%
“…For conditions with small rigid boundary displacement and little changes in existing point cloud structure, commonlyused methods include algebraic analogy model, Delaunay graph mapping method [39] , and spring analogy method [40], etc. As for movements with larger rigid boundary displacement, the commonly adopted methods include the point cloud overlapping method [41,42] , and the local point cloud reconstruction method [13], etc. The local point cloud reconstruction method is suitable for dealing with the unsteady flow problems with complicated boundary deformation; its idea is quite simple: delete the point cloud whose quality deteriorated due to the boundary deformation from the original point cloud topological structure and form a cavity, then use the automatic point cloud generation method to re-generate a high-quality point cloud in the cavity, and add it to the original point cloud system to continue the calculation.…”
Section: Introductionmentioning
confidence: 99%