Nature of the Neutral State in Convective Instability in Horizontal Fluid Layer with Internal Heat Generation
スポンサーリンク
概要
- 論文の詳細を見る
The nature of the neutral state in convective instability in a horizontal fluidlayer with uniformly distributed internal heat sources is investigated using linearstability theory. The power series method is adopted to obtain the eigenvalue equa-tion which is then computed numerically. It is shown that, as assumed before,the neutral state is indeed a stationary rather than an oscillatory one.
- 社団法人日本物理学会の論文
- 1983-12-15
著者
-
HAMABATA Hiromitsu
Department of Physics,Faculty of Science,Osaka City University
-
Takashima Masaki
Department Of Obstetrics And Gynecology Kobe University School Of Medicine
-
Hamabata Hiromitsu
Department Of Physics Faculty Of Science Osaka City University
-
Takashima Masaki
Department Of Human Pathology Tokyo Medical And Dental University
-
Hamabata Hiromitsu
Department of Physics,Faculty of Science, Osaka City University
関連論文
- Adenoid Cystic Carcinoma of the Esophagus: Report of a Case
- The Effect of Electron Temperature Anisotropy on the Field-Aligned Propagation of Whistler Waves
- Serous Cystadenoma of the Pancreas with Atypical Imaging Features : A New Variant of Serous Cystadenoma of the Pancreas?
- Enhanced Magnetic Resonance Imaging in Monitoring of Conservative Treatment of Cervical Pregnancy
- Suface Tension Driven Instability in a Horizontal Liquid Layer with a Deformable Free Surface. I. Stationary Convection
- The Stability of Natural Convection in an Inclined Fluid Layer with Internal Heat Generation
- The Stability of Natural Convection in a Vertical Layer of Dielectric Fluid in the Presence of Horizontal ac Electric Field
- Transverse Plane Waves in a Binary Fluid Mixture.II.The Role of the Soret Effect
- The Stability of Natural Convection in a Vertical Fluid Layer with Internal Heat Generation
- The Stability of Natural Convection in a Vertical Fluid Layer Having Side Walls of Different Temperatures and Internal Heat Generation
- Surface Tension Driven Instability in a Horizontal Liquid Layer with a Deformable Free Surface. II. Overstability
- Buoyancy Driven Instability Due to Internal Heat Sources in a Horizontal Layer of Binary Fluid Mixture
- Transverse Plane Waves in a Binary Fluid Mixture
- The Stability of Natural Convection in an Inclined Fluid Layer with Internal Heat Generation. II
- Surface Tension Driven Instability Due to Internal Heat Sources in a Horizontal Layer of Binary Liquid Mixture
- The Stability of a Rotating Layer of the Maxwell Liquid Heated from Below
- Thermal Instability in a Viscoelastic Fluid Layer. I
- The Effect of Rotation on Convective Instability in a Horizontal Fluid Layer with Internal Heat Generation
- Surface Tension Driven Instability in a Horizontal Layer of Binary Liquid Mixture in the Presence of the Soret Effect. II. Overstability
- Buoyancy-Surface Tension Instability Due to an Internal Heat Source
- Nature of the Neutral State in Convective Instability in Horizontal Fluid Layer with Internal Heat Generation
- Thermoconvective Waves in a Viscoelastic Liquid Layer Situated in a Magnetic Field
- Thermal Instability in a Viscoelastic Fluid Layer. : II. Effect of Rotation
- The stability of the modified plane Couette flow in the presence of a transverse magnetic field
- Thermoconvective Waves in a Viscoelastic Liquid Layer
- Reduced expression of cytokeratin 4 and 13 is a valuable marker for histologic grading of esophageal squamous intraepithelial neoplasia
- Transverse Hydromagnetic Plane Waves in the Presence of a Temperature Gradient
- The Effect of Rotation on Convective Instability Induced by Surface Tension and Buoyancy
- The Effect of a Magnetic Field on Convective Instability in a Horizontal Layer of Binary Liquid Metal
- Thermal Instability in a Viscoelastic Fluid Layer. : III. Effect of a Magnetic Field
- Nature of the Neutral State in Convective Instability Induced by Surface Tension and Buoyancy
- Surface Tension Driven Instabillity in a Horizontal Layer of Binary Liquid Mixture in the Presence of the Soret Effect
- Surface-Tension Driven Convection with Boundary Slab of Finite Conductivity
- Thermal Instability of Fluid Layer Bounded Below by a Solid Layer of Finite Conductivity