A Simple Dynamical Model for Catastrophe of Homogeneous Material of Star at High Densities : Progress Letters
スポンサーリンク
概要
- 論文の詳細を見る
When the heating of a star core due to the adiabatic gravitational collapse is not enough, the homogeneous material of a star must undergo a catastrophe analogous to the phase transition. The growth of the structure at the catastrophe is discussed. For low average densities, the characteristic length scale grows as t^<2/5>, while for high densities it grows as t^<2/3>, as a function of time t.
- 理論物理学刊行会の論文
- 1985-01-25
著者
-
Furukawa H
Kyoto Univ. Kyoto
-
Furukawa Hiroshi
Institute Of Physical Sciences Faculty Of Education Yamaguchi University
-
FURUKAWA Hiroshi
Institute of Physical Sciences, Faculty of Education, Yamaguchi University
関連論文
- Pattern Formations in Unstable Network : Model for Cross-Linked Polymer Chains
- Grain Growth by Inhomogeneous Quenching : Numerical Simulation in three Dimensions : Condensed Matter and Statistical Physics
- Ordering Dynamics with Moving Plane Boundary between Ordered and Disordered Phases : Condensed Matter and Statistical Physics
- Effect of Domain Wall on Thermal Conductivity of Solid ^3He in U2D2 Phase
- Study of Langevin Type Equations by Means of a New Projection Operator Method in Nonequilibrium States
- Crack Propagation Velocities in Chain Model in Two and Three Dimensions
- The Structure of the Velocity Field in a Phase-Separating Turbulent Fluid Mixture
- Propagation and Pattern of Crack in Two Dimensional Dynamical Lattice : Condensed Matter and Statistical Physics
- Equations of Motion for Fluctuation and Variance in Nonequilibrium State
- On the Equation of Motion for Fluctuation in Nonequilibrium State
- Reynolds Number in Phase Ordering Fluid Systems
- Transport Coeffcients in Steady States
- Asymptotic Behavior of Structure Function at Small Wave Numbers in Late Stage of Phase Separation : Complex Dynamics in Nonlinear Systems
- 1/f Noise and Turbulence from a Self-Similar Decay of Fluctuation : Condensed Matter and Statistical Physics
- 1/f Spectrum of Quasi-Random Objects
- Narrowings of Structure Function of Phase Separating Unmixing-Mixture
- Fluctuations in Processes of Phase-Separations and Intermittent Droplet Growth : Condensed Matter and Statistical Physics
- A Simple Dynamical Model for Catastrophe of Homogeneous Material of Star at High Densities : Progress Letters
- Self-Similarity and Intermittency of Processes of Droplet Growths in Phase-Separating Systems : Condensed Matter and Statistical Physics
- Langevin Type Equations in Nonequilibrium State : Derivation and Applications to Linear Response Theory and Scattering Cross Section
- A Kinematical Consideration on Fluctuations in Nonequilibrium State
- Time Evolution of Quenched Binary Alloy at Low Temperatures
- On Extensive Properties of Probability Distribution Functions in Non-Equilibrium States
- Multi-Time Scaling for Phase Separation