CFDによる円柱周りの流れの二次元非定常解析: (可視化情報学会 全国講演会(札幌2000)講演論文集) -- (数値解析・衝撃波)

Translated title of the contribution: Unsteady Two-Dimensional CFD Analysis of Flow around a Circular Cylinder

香取 嘉彰, 小野 謙二, 高木 通俊

Research output: Contribution to conferencePaper

Abstract

A third-order upwind finite difference scheme was applied to the analysis of the flow fields around a circular cylinder. The computations were made at various Reynolds numbers to investigate their effect on the flow phenomena including Karman vortex and the drag crisis in the range from 1, 000 to 1, 000, 000. The grid system is curvilinear type and the number of the grid points is about 100 thousand. A personal computer with a Pentium III of 600 MHz was used and the CPU time per run is about 50 hrs.<BR>The computed results show the generation of the Karman vortex, whose Strouhal number is reasonable. Various flow phenomena can be observed in the visualized flow field. An example is that more small-sized vortices are observed in the flow fields with higher Reynolds numbers. Though the computed value of Cd is a little different from the experimental one, the drag crisis takes place at the almost same Reynolds number as in the experiment.
Original languageJapanese
Pages195-198
Number of pages4
DOIs
Publication statusPublished - 2000

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Circular cylinders
Flow fields
Computational fluid dynamics
Vortex flow
Reynolds number
Drag
Strouhal number
Personal computers
Program processors
Experiments

Cite this

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title = "CFDによる円柱周りの流れの二次元非定常解析: (可視化情報学会 全国講演会(札幌2000)講演論文集) -- (数値解析・衝撃波)",
abstract = "A third-order upwind finite difference scheme was applied to the analysis of the flow fields around a circular cylinder. The computations were made at various Reynolds numbers to investigate their effect on the flow phenomena including Karman vortex and the drag crisis in the range from 1, 000 to 1, 000, 000. The grid system is curvilinear type and the number of the grid points is about 100 thousand. A personal computer with a Pentium III of 600 MHz was used and the CPU time per run is about 50 hrs.<BR>The computed results show the generation of the Karman vortex, whose Strouhal number is reasonable. Various flow phenomena can be observed in the visualized flow field. An example is that more small-sized vortices are observed in the flow fields with higher Reynolds numbers. Though the computed value of Cd is a little different from the experimental one, the drag crisis takes place at the almost same Reynolds number as in the experiment.",
author = "嘉彰 香取 and 謙二 小野 and 通俊 高木",
year = "2000",
doi = "10.3154/jvs.20.2Supplement_195",
language = "Japanese",
pages = "195--198",

}

TY - CONF

T1 - CFDによる円柱周りの流れの二次元非定常解析

T2 - (可視化情報学会 全国講演会(札幌2000)講演論文集) -- (数値解析・衝撃波)

AU - 香取, 嘉彰

AU - 小野, 謙二

AU - 高木, 通俊

PY - 2000

Y1 - 2000

N2 - A third-order upwind finite difference scheme was applied to the analysis of the flow fields around a circular cylinder. The computations were made at various Reynolds numbers to investigate their effect on the flow phenomena including Karman vortex and the drag crisis in the range from 1, 000 to 1, 000, 000. The grid system is curvilinear type and the number of the grid points is about 100 thousand. A personal computer with a Pentium III of 600 MHz was used and the CPU time per run is about 50 hrs.<BR>The computed results show the generation of the Karman vortex, whose Strouhal number is reasonable. Various flow phenomena can be observed in the visualized flow field. An example is that more small-sized vortices are observed in the flow fields with higher Reynolds numbers. Though the computed value of Cd is a little different from the experimental one, the drag crisis takes place at the almost same Reynolds number as in the experiment.

AB - A third-order upwind finite difference scheme was applied to the analysis of the flow fields around a circular cylinder. The computations were made at various Reynolds numbers to investigate their effect on the flow phenomena including Karman vortex and the drag crisis in the range from 1, 000 to 1, 000, 000. The grid system is curvilinear type and the number of the grid points is about 100 thousand. A personal computer with a Pentium III of 600 MHz was used and the CPU time per run is about 50 hrs.<BR>The computed results show the generation of the Karman vortex, whose Strouhal number is reasonable. Various flow phenomena can be observed in the visualized flow field. An example is that more small-sized vortices are observed in the flow fields with higher Reynolds numbers. Though the computed value of Cd is a little different from the experimental one, the drag crisis takes place at the almost same Reynolds number as in the experiment.

U2 - 10.3154/jvs.20.2Supplement_195

DO - 10.3154/jvs.20.2Supplement_195

M3 - 論文

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EP - 198

ER -