Numerical simulations of the 2D and 3D compact NLS (C-NLS), σ=0 ("a" means the amplitude, "i" -- the imaginary part and "3d" -- the 3d versions of the 2D movie (side view)).
>|: δ=1/3, γ=1, κ0=κ1=3/4; λ0=8, λ1=0
><: δ=1/3, γ=1, κ0=κ1=3/4; λ0=10, λ1=10
><: δ=1/3, γ=1, κ0=κ1=1.7; λ0=λ1=2
>: δ=1, γ=1, κ=1; λ=7
\: δ=1/3, γ=1, κ=3/4; λ=10
><: δ=1/3, γ=0, κ0=κ1=3/4; λ0=10, λ1=10
\/: δ=1/3, γ=1, κ0=κ1=3/4; λ0=10, λ1=10
><: δ=1/3, γ=1, κ0=3/4, κ1=1; λ0=10, λ1=2
|_:δ=1/3, γ=1, κ0=3/4, κ1=1; λ0=10, λ1=3
\/: δ=1/3, γ=1, κ0=3/4, κ1=1, λ0=10, λ1=8
_.|: δ=1/3, γ=1, κ0=0.85, κ1=0.75, κ2=0.8, λ0=10, λ1=0, λ2=6
>_.-<: δ=1/3, γ=1, κ0=0.85, κ1=0.75, κ2=0.8, λ0=8, λ1=0, λ2=4
Δ: δ=1/3, γ=1, κ0=0.85, κ1=0.8, κ2=0.75, λ0=λ1=λ2=7
\/: δ=1/3, γ=1, κ0=3/4, κ1=4/5; λ0=10, λ1=10
>>|: δ=1/3, γ=1, κ0=0.85, κ1=0.75, κ2=0.8, λ0=10, λ1=2, λ2=10
*: δ=1/3, γ=1, λ=0, u0~cos^6(x)
><: δ=1/3, γ=1, κ0=κ1=1.7; λ0=λ1=2 in 3D!
*: δ=1/3, γ=1, λ=0, u0~cos^6(x) in 3D!