K-EDGE: Edge Turbulence Models

Full Code Description

K-EDGE models edge turbulence in plasmas, analyzing how turbulence at the plasma boundary affects overall confinement and stability

Uses turbulence models to simulate edge-localized modes (ELMs) and their effect on plasma edge stability and energy dissipation

Improving the understanding of plasma edge turbulence to enhance overall plasma stability and reduce energy loss

Plasma edge density, Magnetic field configuration, Edge-localized turbulence amplitude

Edge turbulence intensity, Energy dissipation at plasma edge, Plasma confinement time

1.Edge turbulence model for plasma confinement

2.Spectral method for edge-localized mode (ELM) analysis

3.Finite element analysis for edge turbulence effects

4.Monte Carlo simulations for edge turbulence-induced energy loss

5.Crank-Nicolson scheme for time-evolving edge turbulence

6.Adaptive mesh refinement for edge turbulence simulations

7.Implicit-explicit solver for edge turbulence-induced energy dissipation

8.Particle-in-cell (PIC) method for edge turbulence interactions

9.Spectral element method for plasma edge turbulence dynamics

10.Fast Fourier Transform for edge-localized turbulence spectrum

11.Finite volume method for edge turbulence dissipation

12.Least squares method for turbulence intensity optimization

13.Boundary layer analysis for edge turbulence effects

14.Semi-Lagrangian method for plasma edge turbulence simulations

15.High-order finite element solver for plasma edge stability

16.Time-domain solver for edge-localized turbulence effects

17.Spectral decomposition for edge turbulence-induced energy loss

18.Time-stepping method for edge-localized mode simulations

19.Fast Fourier Transform for turbulence spectrum at the plasma edge

20.Monte Carlo method for optimizing plasma edge turbulence dynamics