An Extension to the Critical Flow of Stratford's Theory for Predicting the Turbulent Separation Position
スポンサーリンク
概要
- 論文の詳細を見る
Stratford's theory for the prediction of separation of the turbulent boundary layer is modified so that it may be applicable to the critical flow, in which occurs a separation bubble followed by a turbulent reattachment. Calculations are based on the assumptions that (i) transition occurs at the laminar separation position which is predicted by the Stratford-Curle formula, and (ii) the velocity profile at the transition point is that of a turbulent zero-pressure-gradient flow which is taken as the "comparison" profile. The accuracy of the method is tested for experimental pressure distributions around a circular and an elliptical cylinder. It is seen that the theoretical positions of transition are in remarkably good agreement with the experiments, whereas those of turbulent separation (for critical flows) will tend somewhat to precede the experimental ones. An application to the free-streamline flow past a circular cylinder is also presented.
- 社団法人日本物理学会の論文
- 1975-10-15
著者
関連論文
- Saccharomyces cerevisiae- and Candida albicans-Derived Mannan Induced Production of Tumor Necrosis Factor Alpha by Human Monocytes in a CD14- and Toll-Like Receptor 4-Dependent Manner
- Structural Feature of the Major but Not Cytokine-Inducing Molecular Species of Lipoteichoic Acid^1
- Immunopathological Activities of Extracellular Products of Streptococcus mitis, Particularly a Superantigenic Fraction
- Endotoxin Induces Severe Inflammatory Reacitions with Necrosis at Sites Primed with Delayed-Type Hypersensitivity Reactions in Guinea Pigs
- An Extension to the Critical Flow of Stratford's Theory for Predicting the Turbulent Separation Position
- Determination of the Position of Separation for the Free-Streamline Flow past a Circular Cylinder
- Application of Hess' Surface-Source Model to the Separated Flow past a Circular Disk
- Note on the Modified Stratford Method for the Prediction of Separation in the Critical Flow