<RESEARCH REPORT>Introduction of Two Independent Green Functions to the Electromagnetic Code in Bounded Systems
スポンサーリンク
概要
- 論文の詳細を見る
The computational method to solve the boundary value problems in the Maxwell equations are formulated using two independent sets of eigen functions of the system. The validity of these solutions to the fields is proved by invoking the theory of the Green's functions. This computational method can be naturally optimized for implementation on the charge and current sharing in the electromagnetic particle simulation using the spatial grids with the slab and square boundaries. The simplest case, a slab geometry with conducting walls is adopted as an example to explain, however, its principal idea may be extended to the more complicated boundary problems. The code implementation may be simpler than the other methods.
- 核融合科学研究所の論文
著者
-
Abe Hirotada
Department Of Electronics Kyoto University
-
Abe Hirotada
Department Of Electrical Engineering Kyoto University
-
Nakajima Sadanojyo
Department Of Electronics Kyoto University
関連論文
- Computer Simulation of RF-Confinement of Plasmas in an Open-Ended Toroidal Quadrupole
- High Order Spline Interpolations in the Particle Simulation
- Competition of Weakly Collisional and Neighboring Wave Effects for the Destruction of Amplitude Oscillations
- The Properties of Collision in the Plasma Composed of the Finite-Sized Particles of 2-Species
- Electromagnetic Particle Simulation Code PS2M for Bounded Plasmas with Conducting Walls
- PARTICLE SIMULATION ON HIGH POWER ECH CURRENT DRIVE
- Introduction of Two Independent Green Functions to the Electromagnetic Code in Bounded Systems