Magnetic Field Generation Due to Ponderomotive Force in a Plasma
スポンサーリンク
概要
- 論文の詳細を見る
Slowly varying naagnetic field is found to be generated by tlte ponderonvotiveforce of the electro?'x'tagnetic wave (slow'ly-varyjng jn tixave) incident ixcto anisotropic, hontogeneotxs and collision)ess P1851118. Magnittude of llce ntagneticfield is estjn'nated for laser-produced plasxtaa.
- 社団法人日本物理学会の論文
- 1977-03-15
著者
-
Washimi Haruichi
The Research Institute of Atmospherics, Nagoya University
-
Washimi Haruichi
The Research Institute Of Atmospherics Nagoya University
-
WATANABE Masaaki
Faculty of Engineering,Kinki University
-
Watanabe Masaaki
Faculty Of Engineering Kinki University
-
Washimi Haruichi
The Research Institute of Atmospherics,Nagoya University
-
WATANABE Masaaki
Faculty of Science,Hiroshima University
関連論文
- NUMERICAL BGK-SOLUTIONS OF LARGE SCALE ELECTROSTATIC POTENTIAL IN AURORAL PLASMAS
- Eigenmode Analysis of the Electromagnetic Wave in the Nonuniform Vlasov Plasma. II. : Quantization Condition
- Eigenmode Analysis of the Electromagnetic Wave in the Nonuniform Vlasov Plasma. I. : Integral Equation in the Wavenumber Space
- New Treatment of Eigenmode Analysis for an Inhomogeneous Vlasov Plasma
- A new treatment of localized modes in inhomogeneous Vlasov plasma
- Magnetic Field Generation Due to Ponderomotive Force in a Plasma
- Wave-Trapping in an Inhomogeneous Magnetoplasma
- Behavior of a Plane Jet at Low Reynolds Number Confined in a Rectangular Channel : II. Two Solutions by Numerical Analysis
- Behavior of a Confined Plane Jet in a Rectangular Channel at Low Reynolds Number I. General Flow Characteristics
- Method for Analyzing Nonlinear Wave Propagation and Wave-Trapping in Magnetoplasmas
- On the Dynamics of Langmuir Wave Soliton
- Flow Visualization of a Two-Dimensional Water Jet in a Rectangular Channel
- Initiation of Elastic Instability of the Laterally Loaded Circular Plates
- Conservation Laws of a Volterra System and Nonlinear Self-Dual Network Equation
- On the Whistler Wave Solitons
- Numerical Analysis of the Linear Dispersion Equation of the Collisional Drift Wave Including Temperature Fluctuation