No.888

1994/05/30〜1994/06/02

T. Kambe, H. Okamoto

目　次

1. On Turbulence Modeling(Mathematical Fluid Mechanics and Modeling)-----------------------------------------------------------------1

　　　　Department of Mathematics, University of California　　　Chorin, Alexandre J.

　

2. Degenerate Bifurcation in Stably Stratified Plane Poiseuille Flow(Mathematical Fluid Mechanics and Modeling)---------------------16

　　　　Japan Atomic Energy Research Institute / Mechanical, Aerospace and Nuclear Engineering Department, University of California　　　Fujimura, K. / Kelly, R.E.

　

3. STEADY CONFIGURATIONS OF A VORTEX FILAMENT IN BACKGROUND FLOWS(Mathematical Fluid Mechanics and Modeling)------------------------26

　　　　名古屋大学工学部　　　福本 康秀　(FUKUMOTO, YASUHIDE)

　

4. Differential-geometric formulation of the ideal MHD(Mathematical Fluid Mechanics and Modeling)-----------------------------------37

　　　　Institute of Fluid Science, Tohoku University　　　Hattori, Yuji

　

5. Dynamics of Vortical Structure in a Homogeneous Shear Flow(Mathematical Fluid Mechanics and Modeling)----------------------------49

　　　　RIMS, Kyoto University / Faculty of Science, Kyoto University　　　木田 重雄 / 田中 満　(Kida, Shigeo / Tanaka, Mitsuru)

　

6. Spontaneous Singularity Formation in the Shape of Vortex Sheet in Three-Dimensional Flow : Analysis and Numerical Simulation(Mathematical Fluid Mechanics and Modeling)---64

　　　　富山大学理学部 / 名古屋大学工学部　　　石原 卓 / 金田 行雄

　

7. 渦輪の衝突から発生する渦音の数値シミュレーション---------------------------------------------------------------------------------73

　　　　流体力学研究所 / 流体力学研究所　　　石井 克哉 / 安達 静子　(Ishii, Katsuya / Adachi, Shizuko)

　

8. Recent topics on the compressible Euler equation(Mathematical Fluid Mechanics and Modeling)--------------------------------------89

　　　　Department of Liberal Arts, Osaka Sangyo University / Department of Mathematical and Computing Sciences, Tokyo Institute of Technology / Department of Mathematical and Computing Sciences, Tokyo Institute of Technology　　　Makino, Tetu / Mizohata, Kiyoshi / Ukai, Seiji

　

9. Three-dimensional instability of Kirchhoff's elliptic vortex : Its relation to the elliptical instability(Mathematical Fluid Mechanics and Modeling)---96

　　　　Univ. Electro-Communications / Nagoya Univ.　　　宮嵜 武 / 福本 康秀　(Miyazaki, Takeshi / Fukumoto, Yasuhide)

　

10. 流れの中の形の形成:ベナール対流------------------------------------------------------------------------------------------------112

　　　　同志社大学工学部　　　水島 二郎　(Mizushima, Jiro)

　

11. On some numerical computations to the oil-reservoir problems(Mathematical Fluid Mechanics and Modeling)------------------------120

　　　　Department of Mathematics, Fukuoka University of Education　　　中木 達幸　(Nakaki, Tatsuyuki)

　

12. Nearly singular two-dimensional Kolmogorov flows for large Reynolds numbers(Mathematical Fluid Mechanics and Modeling)---------128

　　　　Research Institute for Mathematical Sciences, Kyoto University　　　OKAMOTO, HISASHI

　

13. The Benard Problem of Rarefied Gas Dynamics(Mathematical Fluid Mechanics and Modeling)-----------------------------------------145

　　　　Division of Aeronautics and Astronautics, Graduate School of Engineering, Kyoto Unviersity / Division of Aeronautics and Astronautics, Graduate School of Engineering, Kyoto Unviersity / Division of Aeronautics and Astronautics, Graduate School of Engineering, Kyoto Unviersity　　　曾根 良夫 / 青木 一生 / 杉元 宏[他]　(Sone, Yoshio / Aoki, Kazuo / Sugimoto, Hiroshi)

　

14. 過熱液滴の振動のモデル化-------------------------------------------------------------------------------------------------------158

　　　　東京農工大学 / 東京農工大学　　　高木 隆司 / 徳川 直子　(Takaki, Ryuji / Tokugawa, Naoko)

　

15. Navier-Stokes Flow Down a Vertical Column : an Axisymmetric Case(Mathematical Fluid Mechanics and Modeling)--------------------172

　　　　Department of Mathematics, Kyoto University　　　TERAMOTO, Yoshiaki

　

16. On the Singular Limits of the Boltzmann Equation(Mathematical Fluid Mechanics and Modeling)------------------------------------179

　　　　Department of Mathematical and Computing Sciences, Tokyo Institute of Technology　　　Ukai, Seiji

　

17. Bifurcation Structures of Two-Dimensional Poiseuille Flow(Mathematical Fluid Mechanics and Modeling)---------------------------193

　　　　Department of Physics, University of Tokyo　　　UMEKI, Makoto

　

18. A mathematical analysis of motions of viscous incompressible fluid under leak or slip boundary conditions(Mathematical Fluid Mechanics and Modeling)---199

　　　　Department of Mathematics, School of Science and Technology, Meiji University　　　FUJITA, Hiroshi