Cavity-Type Target and Its Scaling Law in Laser-Driven Fusion
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概要
- 論文の詳細を見る
- 社団法人応用物理学会の論文
- 1984-05-20
著者
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Yabe Takashi
Institute Of Laser Engineering Osaka University
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NISHIGUCHI Akio
Institute of Laser Engineering, Osaka University
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Nishiguchi Akio
Institute Of Laser Engineering Osaka University
関連論文
- Optimum Design of Exploding Pusher Target to Produce Maximum Neutrons
- Efficient Spherical Compression of Cannonball Targets with 1.052-μm Laser Beams
- Finite Ion-Relaxation and Nonequilibrium Radiation Effects on Laser-Driven Implosions
- Non-LTE Analysis of Soft X-Ray Spectrum from Laser-Irradiated Gold Plasma
- Spectrum-Resolved Absolute Energy Measurement of X-Ray Emission in 0.17-1.6 keV Range from a 0.53 μm Laser-Irradiated Au Target
- Ablative Acceleration of Pellet Shells Irradiated by External Soft X-ray Sources
- Soft X-Ray Driven Ablation and Its Positive Use for a New Efficient Acceleration
- Ablation Nonuniformity on Laser Irradiated Pellet and Collisional Hot Electron Filamentation
- Study of Double Foil Acceleration by Intense Relativistic Electron Beam Irradiation
- Pellet Gain Optimization of Particle Beam Fusion with Au Shell and DT Fuel Target
- Electrostatic Field Generation and Hot Electron Reduction in a Laser Produced Plasma
- Hot Electron Transport Inhibition and Density Modification due to Electrostatic Field
- Role of Line and Continuum Opacities in X-Ray Transmission Through A Laser-Heated Au Foil
- Possibility of Ion Beam Pulse Compression by X-Ray Conversion
- Reduced Rate Equation for Atomic Process in High-Z Plasmas
- Impact Radiative Fusion Concept
- A Proposal for an Experiment to Compress and Amplify Ion Beam Pulse by Soft X-Ray Conversion
- Cavity-Type Target and Its Scaling Law in Laser-Driven Fusion
- Ion Beam Pulse Compression by Its Conversion into Soft X-Ray
- REDUCED ATOMIC MODEL FOR CALCULATION OF CHARGE STATE DISTRIBUTION IN MULTIPLY-CHARGED PLASMAS
- A New Higher-Order Godunov Method for General Hyperbolic Equations
- Cubic-Interpolated Pseudo Particle (CIP) Method : Application to Nonlinear or Multi-Dimensional Problem