K-TRAN: Transport Reduction Models
Full Code Description
K-TRAN models transport reduction in plasmas due to turbulence, focusing on reducing the impact of turbulence on plasma transport mechanisms
Algorithm Explanation
Uses transport reduction models to study how turbulence affects the overall transport properties of magnetically confined plasma systems
Scientific Applications
Optimizing plasma confinement by reducing turbulence-induced transport and improving energy retention
Input Parameters
Plasma temperature, Turbulence amplitude, Magnetic shear, Transport coefficients
Output Data
Transport reduction factor, Plasma confinement time, Energy retention rates
Algorithm Examples
1.Transport reduction model for turbulent plasmas
2.Spectral method for transport coefficient optimization
3.Finite element analysis for turbulence-induced transport
4.Crank-Nicolson scheme for time-dependent transport reduction
5.Monte Carlo simulations for transport efficiency
6.Finite volume method for plasma transport optimization
7.Adaptive mesh refinement for transport reduction simulations
8.Implicit-explicit solver for turbulence transport equations
9.Least squares method for transport reduction factor optimization
10.Galerkin method for plasma transport reduction
11.Time-domain solver for transport reduction factor analysis
12.Spectral element method for plasma transport calculations
13.High-order finite element solver for turbulence-induced transport
14.Semi-Lagrangian method for plasma transport efficiency
15.Fast Fourier Transform for transport optimization analysis
16.Finite difference method for turbulence transport calculations
17.Boundary layer analysis for transport reduction models
18.Time-stepping method for transport coefficient adjustment
19.Spectral decomposition for transport efficiency calculations
20.Monte Carlo method for optimizing plasma transport reduction