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Numerical solutions of atmospheric flow over semielliptical simulated hills

Date Issued
June 1, 1980
Author(s)
Shieh, Chih-Fang
Advisor(s)
Walter Frost
Additional Advisor(s)
K. C. Reddy
John E. Caruthers
James M. Wu
Frank G. Collins
Robert L. Young
Permanent URI
https://trace.tennessee.edu/handle/20.500.14382/22266
Abstract
Analysis of atmospheric motion over obstacles on plane surfaces is carried out in the present study to compute simulated wind fields over terrain features. Emphasis is on a semielliptical, two-dimensional geometry. Numerical simulation of flow over rectangular geometries is also discussed. The numerical procedure utilizes a two-equation turbulence model and the selection of the necessary constant coefficients in the model is considered an important part of the present study.

In the present approach the partial differential equations for the vorticity, stream function, turbulence kinetic energy, and turbulence length scale are solved by a finite-difference technique. The numerical solutions have been compared with available experimental data; agreement is good.

It is found that the mechanism of flow separation induced by a semiellipse is the same as in the case of flow over a gradually sloping surface for which the flow separation is caused by the interaction between the viscous force, the pressure force, and the turbulence level. For flow over bluff bodies, e.g., solid fences, a large downstream recirculation bubble is created due to the inability of the flow to negotiate with the abrupt change of the surface shape. Increasing the aspect ratio and/or increasing the turbulence level results in flow reattachment close behind the obstacle.

Degree
Doctor of Philosophy
Major
Mechanical Engineering
File(s)
Thumbnail Image
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Thesis80b.S467.pdf

Size

6.17 MB

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Unknown

Checksum (MD5)

8437599c8e1cf6aec2c165848a71be71

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