Mathematical Derivation of the Stability of annular-jet flow
Date Issued
2007
Date
2007
Author(s)
Tsai, Yung-Pin
DOI
zh-TW
Abstract
The stability of round jet has been researched completely. But most of analyses of annular jet stability are researched in the hypothesis of the symmetry or inviscid. In this text, we analyze the stability of annular jet in the considering of viscid and asymmetry. We use Lin (1994)’s method to find the dispersion relation of these system and provide more accurate result and prediction.
Subjects
環型噴流
噴流
穩定性
頻散關係式
非軸對稱
黏滯性
annular-jet
jet
stability
dispersion relation
asymmetry
viscid
Type
thesis
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ntu-96-R94543044-1.pdf
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