Two-species Vlasov-Poisson solver on
with :
- non-emitting boundary conditions on the distribution functions
- Source term for the ions
- Dynamic electric field at the boundary
Simulation of the symmetric sheath problem with ionization term.
Discretization :
- Upwind for the transport
- Integration for the Poisson equation
$-\lambda^2 \frac{dE}{dx} = \rho$ with trapeze formula for$\rho$ . The integration preserves the symmetry of$\rho$ if it is even.
- Author : Mehdi BADSI. 27/07/2022.
- Translation in Julia : Averil Prost. 05/08/2022.
git clone https://github.com/juliavlasov/DynamicElectricSheath.jl
cd DynamicElectricSheath.jl
julia --project
julia> using Pkg
julia> Pkg.instantiate()
julia> include("example.jl")
If you want to develop the package use Revise.jl
cd DynamicElectricSheath.jl
julia --project
julia> using Revise
julia> using DynamicElectricSheath
The module is rebuilt after every change in src directory