Animations and plots describing 1D NLS with compactification (1D C-NLS) for various sets of parameters.
The shape of compactons as function of γ, δ=1/3, κ=-9/16
>: λ=5, γ=0, κ=3/4, δ=1/3, σ=1
>|: λ0=5, λ1=0, γ=0, κ0=κ1=1, δ=1, σ=1
><: λ0=λ1=10, γ=0, κ0=κ1=1, δ=1, σ=1
><: λ0=λ1=10,γ=0.01, κ0=κ1=1, δ=1/3, σ=1
><: λ0=λ1=10, γ=0.01, κ0=κ1=1, δ=1, σ=1
>|: λ0=10, λ1=0, γ=0.1, κ0=κ1=3/4, δ=1/3, σ=1
>>: λ0=10, λ2=2, γ=0.1, κ0=κ1=3/4, δ=1/3, σ=1
><: λ0=10, λ2=2, γ=0.1, κ0=κ1=3/4, δ=1/3, σ=1
>>: λ0=10, λ2=8, γ=0.1, κ0=κ1=3/4, δ=1/3, σ=1
>>: λ0=12, λ2=3, γ=0.1, κ0=κ1=3/4, δ=1/3, σ=1
><: λ0=1, λ2=1, γ=0.1, κ0=κ1=3/4, δ=1/3, σ=1
><: λ0=2, λ2=10, γ=0.1, κ0=3/4, κ1=1/4, δ=1/3, σ=1
>>: λ0=10, λ2=4, γ=0.1, κ0=3/4, κ1=1/4, δ=1/3, σ=1
>|: λ0=5, λ1=0, γ=0.1, κ0=κ1=1, δ=1, σ=1
><: λ0=λ1=10, γ=0.25, κ0=κ1=1, δ=1/3, σ=1
>: λ=5, γ=0, κ=3/4, δ=1/3, σ=1 - Not a solution (base x 2)
|: λ=0, γ=0.1, κ=3/4, δ=1/3, σ=1 - Not a solution (base x 2)
>: λ=5, γ=0.1, κ=3/4, δ=1/3, σ=1 - Not a solution (base x 2)
>: λ=2, γ=0, κ=3/4, δ=1/3, σ=1 - Not a solution (base x 4)
|: λ=0, γ=0.1, δ=1/3, σ=1 - Not a solution (u0~cos^6(x))
>: λ=2, γ=0.1, δ=1/3, σ=1 - Not a solution (u0~cos^6(x))
|: λ=0, γ=0.1, δ=1/3, σ=1 - Not a solution (u0~cos^6(x))
|: λ=0, γ=0, δ=1/3, σ=1 - Not a solution (u0~cos^6(x))
I: λ=0, γ=0.1, κ=3/4, δ=1/3, σ=1 - Not a solution (Re=Gaussian, Im=0)
>: λ=1, γ=0.1, κ=3/4, δ=1/3, σ=1 - Not a solution (Re=K22, Im=0)
>>: λ0=10, λ1=2, γ=0.1, κ0=κ1=3/4, δ=1/3, σ=2
>>: λ0=10, λ1=9, γ=0.1, κ0=κ1=3/4, δ=1/3, σ=2
>>: λ0=15, λ1=5, γ=1, κ0=κ1=2/5, δ=1/3, σ=2
>>: λ0=10, λ1=1, γ=1, κ0=κ1=1/2, δ=1/3, σ=1/2
>|: λ0=10, λ1=0, γ=1, κ0=κ1=1/2, δ=1/3, σ=1/2
>: λ=1/2, γ=1, κ=1/2, δ=1/2, σ=1/2
>: λ=1/2, γ=1, κ=1/2, δ=1/2, σ=1/2
>|: λ0=10, λ1=0, γ=2, κ0=κ1=1, δ=1/3, σ=1/2
>|: λ0=10, λ1=0, γ=1, κ0=κ1=2/5, δ=1/3, σ=0.1
>|: λ0=10, λ1=0, γ=1, κ0=κ1=1, δ=1, σ=0.01