非構造移動格子有限体積法 : 第2報,物体の分離合体を伴う移動境界問題への応用(流体工学,流体機械)

社団法人日本機械学会

2010-04-20T03:06:49Z

2010-04-20T03:06:49Z

2004-01-25

In this paper, a new finite-volume method on moving unstructured-grid system is presented and developed for compressible flows. The present moving-grid finite-volume method includes new algorithm for eliminating and/or merging cells according to a change of geometry, which makes it possible to calculate flow around bodies which are united into a single body or separated into another multiple bodies. A control volume for discretization is considered in the space-time unified space, which assures both physical and geometrical conservation laws even if the grid system is moved as well as deformed with eliminating or merging cells. The present method is described for two dimensional space in detail and validated using simple test problems. Applications to a gun tunnel problem and a two-bodies docking and separation in a supersonic flow show a promising feature of the method.

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日本機械学会論文集(Ｂ編), 70巻, 689号, pp. 25-30, 20040125

日本機械学会論文集(Ｂ編)

70

689

25

30

http://hdl.handle.net/10212/2002

ja

http://ci.nii.ac.jp/naid/110004999213

publisher

Journal Article

Article