Dive into the universe of nonlinear waves, where solitons collide and dance across the cosmic stage. These visualizations bring to life the deep mathematics of the derivative nonlinear Schrödinger equation (DNLS)
A mesmerizing visualization of colliding solitons in space-time, illustrating the principles of superposition and nonlinear interactions.
The trajectory of coupled DNLS solitons, revealing the hidden order in chaotic wave motion.
Chaotic soliton interactions in the nonlinear Schrödinger equation—when order and disorder intertwine.
Three solitons evolving in a defocused regime, demonstrating wave packet spreading.
Phase space visualization of DNLS solitons at half energy, mapping out their conserved structures.
Low-energy dynamics of DNLS solitons, revealing unexpected coherence in weakly nonlinear regimes.
A multi-panel view of soliton evolution, showing different perspectives on the same phenomenon.