The stability of a hydrodynamic bravais lattice
We present the results of a theoretical investigation of the stability and collective vibrations of
a two-dimensional hydrodynamic lattice comprised of millimetric droplets bouncing on the …
a two-dimensional hydrodynamic lattice comprised of millimetric droplets bouncing on the …
The invariant measure of a walking droplet in hydrodynamic pilot–wave theory
We study the long time statistics of a walker in a hydrodynamic pilot-wave system, which is a
stochastic Langevin dynamics with an external potential and memory kernel. While prior …
stochastic Langevin dynamics with an external potential and memory kernel. While prior …
Analytical solution for ginzburg–landau equation in discrete solitons laser arrays lattices via non-perturbation methods
Abstract The Ginzburg–Landau equation (GLE) plays an important role in discrete solitons
laser array lattices. In this manuscript, the analytical solution for GLE which is a discrete …
laser array lattices. In this manuscript, the analytical solution for GLE which is a discrete …
Statistical self-organization of an assembly of interacting walking drops in a confining potential
A Hélias, M Labousse - The European Physical Journal E, 2023 - Springer
A drop bouncing on a vertically vibrated surface may self-propel forward by standing waves
and travels along a fluid interface. This system called walking drop forms a non-quantum …
and travels along a fluid interface. This system called walking drop forms a non-quantum …