Hasegawa Wakatani Project Documentation

Domain(N, L)
Domain(Nx, Ny, Lx, Ly)

Box domain, that calculates spatial resolution under construction.

# Contains
Lengths: ``Lx``, ``Ly`` (Float64)\
Number of grid point: ``Nx``, ``Ny`` (Int64)\
Spatial resolution: ``dx``, ``dy`` (Float64)\
Spatial points: ``x``, ``y`` (LinRange)

``dxᵢ = 2Lₓ÷(Nₓ-1)``

Square Domain can be constructed using:\
``Domain(N,L)``

Rectangular Domain can be constructed using:\
``Domain(Nx,Ny,Lx,Ly)``

ifftPlot(args...; kwargs...)
Plot the real part of the inverse Fourier transform (IFFT) of each argument that is a complex array. 
This function is designed to handle multiple input arrays and plot them using the `plot` function 
from a plotting library such as Plots.jl. Non-complex arrays are plotted as-is.

# Arguments
- `args...`: A variable number of arguments. Each argument can be an array. If the array is of a complex type, 
its IFFT is computed, and only the real part is plotted. If the array is not complex, it is plotted directly.
- `kwargs...`: Keyword arguments that are passed directly to the `plot` function to customize the plot.

# Usage
using FFTW, Plots

# Create some sample data
x = rand(ComplexF64, 100)\
y = rand(100)

# Plot the real part of the IFFT of `x` and `y` directly
ifftPlot(x, y, title="IFFT Plot Example", legend=:topright)