Nozzle Flow of Bubbly Liquid Based on Wijngaarden's Model
スポンサーリンク
概要
- 論文の詳細を見る
The steady, one-dimensional flow of a bubbly liquid thr'ough a convergent-divergent nozzle is investigated by taking account of the radial and translationalmotions of the bubbles relative to the surrounding fluid. Adequate parameters anddistinguishable flow types are shown on the basis of the linearized theory for anozzle flow with a slightly varying cross-section. Nonlinear perturbation theoryis developed to find the flow behaviour near the critical flow rate. A possibility ofthe stream instability is also discussed.
- 社団法人日本物理学会の論文
- 1978-01-15
著者
-
Morioka Shigeki
Faculty Of Engineering Science Osaka University
-
YOSHINAGA Takao
Faculty of Engineering Science,Osaka University
-
Yoshinaga Takao
Faculty Of Engineering Science Osaka Univ.
-
Yoshinaga Takao
Faculty Of Engineering Science Osaka University
関連論文
- Propagation of Disturbance through a Gas Plug Enclosed by Liquid in a Pipe
- Propagation of a Disturbance through a Separated Gas-Liquid System
- Choking Phenomena in Nozzle Flows of Bubbly Liquid
- Non-Aligned Magnetogasdynamic Flows past a Symmetrical Airfoil
- Hall Effects in Magnetogasdynamic Flows of Finite Conductivity past a Wedge Profile
- Nozzle Flow of Bubbly Liquid Based on Wijngaarden's Model
- Flow of a Conducting Gas past Thin Wedge
- Magnetohydrodynamic Boundary Flow in the Transition from Crossed-Fields to Aligned-Fields
- Magnetohydrodynamic Shock Polar
- Linearlzed Non-Equilibrium Flow of a Partially Ionized Gas with a Radiative Loss
- Discontinuities in a Collisionless Plasma Flow Having a Strong Magnetic Field
- Non-Equilibrium Flow of a Weakly Ionized Gas past a Magnetized Wall
- Finite Larmor Radius Hydromagnetic Flow past an Obstacle
- Hall Effects in Linearized Magnetogasdynamic Flows
- INSTABILITY AND BREAKUP OF AN AXISYMMETRIC ANNULAR LIQUID SHEET JET(Liquid Flow)