Animations of 1D compact NLS (C-NLS)in σ=0 form. Animations I-IV show the amplitude of the solution only, the rest show the amplitude, the phase and both the imaginary and the real parts of solution
I
>>: γ=1, κ0=κ1=0.5; δ=1/3; λ0=10, λ1=1
II
>>: γ=1, κ0=κ1=0.5; δ=1/3; λ0=10, λ1=9
III
>|: γ=1, κ0=κ1=0.5; δ=1/3; λ0=10, λ1=0
IV
>>: γ=1, κ0=κ1=0.5; δ=1/3; λ0=10, λ1=9.5
V
>>: γ=1, κ0=0.5, κ1=0.6; δ=1/3; λ0=10, λ1=1
VI
>>: γ=1, κ0=0.55, κ1=0.5; δ=1/3; λ0=10, λ1=1
VIa
>>: γ=1, κ0=0.55, κ1=0.5; δ=1/3; λ0=10, λ1=2
VIb
><: γ=1, κ0=0.55, κ1=0.5; δ=1/3; λ0=10, λ1=2
VIc
><: γ=1, κ0=0.55, κ1=0.5; δ=1/3; λ0=10, λ1=5
VId
><: γ=1, κ0=0.55, κ1=0.5; δ=1/3; λ0=10, λ1=8
VII
>|: γ=0.5, κ0=0.75, κ1=0.5; δ=1/3; λ0=10, λ1=0
VIII
>>: γ=1, κ0=κ1=1; δ=1/3; λ0=2, λ1=1
IX
>: γ=1, κ=1; δ=2/3; λ=1
X
>>: γ=0.1, κ0=κ1=0.1; δ=1; λ0=20, λ1=1
XI
>>: γ=0.1, κ0=0.15, κ1=0.25; δ=1; λ0=20, λ1=1
XII
>>: γ=1, κ0=κ1=1; δ=2/3; λ0=2, λ1=1
XIII
>>: γ=1, κ0=κ1=0.3; δ=3/4; λ0=10, λ1=9
XIV
>>: γ=1, κ0=κ1=0.3; δ=3/4; λ0=10, λ1=9.5
XV
>>: γ=1, κ0=κ1=0.3; δ=1; λ0=10, λ1=1
XVI
>>: γ=1, κ0=κ1=0.3; δ=1; λ0=10, λ1=9
XVII
>>: γ=1, κ0=κ1=0.3; δ=1; λ0=10, λ1=9.5
XVIII
>>: γ=1, κ0=κ1=0.5; δ=1; λ0=3, λ1=1