No.914
流体とプラズマの諸現象の数学解析
Mathematical Analysis of Phenomena in Fluid and Plasma Dynamics
　
1994/10/19〜1994/10/21
鵜飼 正二, 谷 温之, 浅野 潔
Seiji Ukai, Atusi Tani, Kiyoshi Asano
　
目　次
　
1. Uniform Boundedness of the Solutions for a One-Dimensional Isentropic Model System of Compressible Viscous Gas(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---1
　　　　Department of Mathematics, Osaka University / Department of Mathematics, Ehime University　　　松村 昭孝 / 柳 重則　(MATSUMURA, AKITAKA / YANAGI, SHIGENORI)
　
2. ロール型対流解の2次元撹乱に対する安定性について(流体とプラズマの諸現象の数学解析)------------------------------------------------17
　　　　九州大学大学院数理学研究院　　　隠居 良行　(Kagei, Yoshiyuki)
　
3. 流体運動の幾何学的側面(流体とプラズマの諸現象の数学解析)-------------------------------------------------------------------------28
　　　　東京大学理学部　　　神部 勉
　
4. Perturbation of the Navier-Stokes flow in an annular domain with the non-vanishing outflow condition(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---40
　　　　Meiji University / Tokyo Institute of Technology　　　MORIMOTO, Hiroko / UKAI, Seiji
　
5. Flow induced around a sphere with a nonuniform surface temperature in a rarefied gas, with application to the drag and thermal force problems of a spherical particle with an arbitrary thermal conductivity(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---48
　　　　京都大学工学研究科航空宇宙工学専攻 / 京都大学工学研究科航空宇宙工学専攻　　　高田 滋 / 曾根 良夫　(TAKATA, S. / SONE, Y.)
　
6. THE EXAMPLES OF NONLINEAR INSTABILITY IN HYDRODYNAMICS(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)----------69
　　　　Department of Mathematics, Faculty of Science, Kyoto University / Department of Mathematics, Hong Kong University of Science and Technology　　　BELOV, S.YA. / VLADIMIROV, V.A.
　
7. Decay of Solutions to the Mixed Problem for the Linearized Boltzmann Equation with an External Potential in a Bounded Domain(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---80
　　　　神戸大学工学部　　　田畑 稔　(Tabata, Minoru)
　
8. Nonlinear Stability of Travelling Waves for One-dimensional Viscoelastic Materials Without Non-Convex Nonlinearity(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---85
　　　　Department of Mathematics, Faculty of Science, Kanazawa University / School of Political Science and Economics, Waseda University　　　茗 梅 / 西原 健二　(MEI, Ming / NISHIHARA, Kenji)
　
9. Decay Results for Solutions to the Magneto-Hydrodynamics equations(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---98
　　　　University of California / Florida Atlantic University / Oxford University Computing Laboratory　　　Schonbek, M.E. / Schonbek, T.P. / Suli, Endre
　
10. Benard-Marangoni convection with a deformable surface(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---------103
　　　　Kyoto University, Department of Mathematics / Kyoto University, Department of Mathematics / Kyoto University, Department of Mathematics　　　IOHARA, Takao / NISHIDA, Takaaki / TERAMOTO, Yoshiaki[他]
　
11. Global Existence and Asymptotic Behavior of Solutions for the Klein-Gordon Equations with Quadratic Nonlinearity in Two Space Dimensions(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---112
　　　　Hokkaido University / Hokkaido University / University of Tokyo　　　小澤 徹 / 津田谷 公利 / 堤 誉志雄　(Ozawa, Tohru / Tsutaya, Kimitoshi / Tsutumi, Yoshio)
　
12. 2成分層流の時間的大域解について(流体とプラズマの諸現象の数学解析)--------------------------------------------------------------119
　　　　京都大学理学部 / 京都大学理学部　　　幡谷 泰史 / 寺本 惠昭　(HATAYA, YASUSHI / TERAMOTO, YOSHIAKI)
　
13. 平行平板間の希薄気体の熱伝達問題 : 線形および非線形ボルツマン方程式に基づく解析(流体とプラズマの諸現象の数学解析)--------------123
　　　　京都大学工学部航空宇宙工学専攻　　　大和田 拓　(Ohwada, Taku)
　
14. Initial and Initial-Boundary Value Problems for the Vortex Filament Equations(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---137
　　　　慶応大学理工学部数理科学科 / 慶応大学理工学部数理科学科　　　西山 高弘 / 谷 温之　(NISHIYAMA, Takahiro / TANI, Atusi)
　
15. Decay of Solutions of the Wave Equation with a Local Degenerate Dissipation(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---148
　　　　九州大学大学院数理学研究院　　　中尾 愼宏　(Nakao, Mitsuhiro)
　
16. 対流ロールの安定性とSwift-Hohenberg方程式(流体とプラズマの諸現象の数学解析)----------------------------------------------------159
　　　　広島商船高等専門学校　　　桑村 雅隆　(KUWAMURA, Masataka)
　
17. A Bifurcation Phenomenon for the Periodic Solutions of the Duffing Equation(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---164
　　　　Department of Mathematics, Faculty of Science, Osaka University　　　小松 幸恵　(KOMATSU, YUKIE)
　
18. Convex entropy function and symmetrization of the relativistic Euler equation(Mathematical Analysis of Phenomena in fluid and Plasma Dynamics)---171
　　　　Department of Liberal Arts, Osaka Sangyo University / Department of Mathematical and Computing Sciences, Tokyo Institute of Technology　　　Makino, Tetu / Ukai, Seiji