Movies accompanying the paper:
Planar and Radial Kinks in Nonlinear Klein-Gordon Models: Existence, Stability and Dynamics.
P.G. Kevrekidis,
I. Danaila,
J.-G. Caputo, and
R. Carretero-González.
Phys. Rev. E 98 (2018) 052217.
PDF.
Animations depicting the dynamics ensuing from the
dynamical evolution of sine-Gordon (sG) and φ4
kinks under the influence of the external potential
A sech2(x).
The background image depicts the spatial evolution
of the kink while the magenta line depicts the
corresponding dynamics using our adiabatic invariant
reduction.
Left column: sine-Gordon. Right column: φ4.
Click on any image to get the movie.
![]() Movie#1: [ mpeg ] sG kink for A=0.1 and perturbed along the k=2 mode. |
![]() Movie#5: [ mpeg ] φ4 kink for A=0.1 and perturbed along the k=2 mode. |
---|---|
![]() Movie#2: [ mpeg ] sG kink for A=0.25 and perturbed along the k=2 mode. |
![]() Movie#6: [ mpeg ] φ4 kink for A=0.25 and perturbed along the k=2 mode. |
![]() Movie#3: [ mpeg ] sG kink for A=0 and perturbed along the k=2,4,6,8,10 modes. |
![]() Movie#7: [ mpeg ] φ4 kink for A=0 and perturbed along the k=2,4,6,8,10 modes. |
![]() Movie#4: [ mpeg ] sG kink for A=0.25 and perturbed along the k=2,4,6,8,10 modes. |
![]() Movie#8: [ mpeg ] φ4 kink for A=0.25 and perturbed along the k=2,4,6,8,10 modes. |