A Forced Burgers Turbulence in the Inviscid Limit
スポンサーリンク
概要
- 論文の詳細を見る
The equilibrium properties in the inviscid limit of the Burgers turbulence drivenby a random external force are studied numerically. The numerical calculation isperformed tcv use or the method or characteristics supplemented b7 the dynamicsof shock-fronts, which is more accurate and effective than the finite differencemethods. Energy is supplied to the largest-scale motion of the velocity field bythe external force. The existence of the equilibrium state of the velocity field isconfirmed and the equilibrium values of various statistical quantities, such as thenumber of shock-fronts, the energy of the velocity field, the velocity correlationfunction and the energy spectrum function, are obtained. The k =" energy spectralform is observed throughout beyond the characteristic wavenumber of theexternal force.
- 社団法人日本物理学会の論文
- 1981-05-15
著者
-
SUGIHARA Masako
Department of Internal Medicine, Kanazawa Social Insurance Hospital
-
Sugihara Masako
Department Of Physics Faculty Of Science Kyoto University
-
KIDA Shigeo
Research Institute for Mathematical Sciences,Kyoto University
-
Sugihara Masako
Department Of Internal Medicine Kanazawa Social Insurance Hospital
-
Kida Shigeo
Research Institute For Mathematical Sciences Kyoto University
-
Kida Shigeo
Research Institute For Mathematical Science Kyoto University
関連論文
- Numerical Simulation of Two-Dimensional Turbulence with High-Symmetry
- Lispro is superior to regular insulin in transient intensive insulin therapy in type 2 diabetes
- A Forced Burgers Turbulence in the Inviscid Limit
- Reynolds Stress and Vortical Structure in a Uniformly Sheared Turbulence
- Age-related Changes in Abdominal Fat Distribution in Japanese Adults in the General Population
- Numerical Study of the Energy Decay Law of Turbulence
- Kolmogorov's Spectcrum in a Freely Decaying Turbulence
- Energy and Flantness Spectra in a Forced Tubulence
- Interaction of Helical Modes in Formation of Vortical Structures in Decaying Isotropic Turbulence
- Physical-Space Nonlocality in Decaying Isotropic Turbulence
- Triply Periodic Motion in a Navier-Stokes Flow
- Limitation of Log-Normal Theory of Turbulence
- Two-dimensional linear neutral stability of the stationary Burgers vortex layer(Flow Instability and Turbulence Statistics)
- Study of Complex Siglularities by Filtered Spectral Method
- Turbulence and Singularity of the Velocity Field
- Vorticity Generation by Shock-Vorticity Interaction
- Stability of a Steady Vortex Filament
- Statistics of the System of Line Vortices
- Breakdown of Frozen Motion of Vorticity Field and Vorticity Reconnection
- The Modified Cumulant Expansion For Isotropic Turbulence At Large Reynolds Numbers
- Three-Dimensional Periodic Flows with High-Symmetry
- Stability of Thermal Convection in a Rapidly Rotating Sphere
- Motion of an Elliptic Vertex in a Uniform Shear Flow
- Statistics of Active Regions in the β-Model of Turbulence