A simple criterion for melting of two-dimensional crystals with soft long-ranged interactions has been proposed. It states that the ratio of the transverse sound velocity of an ideal crystalline lattice to the thermal velocity is a quasi-universal number close to 4.3 at melting. Application of these criteria allows estimating melting lines in a simple yet relatively accurate manner. Two-dimensional weakly screened Yukawa systems are considered as a relevant example
It is commonly believed that melting occurs when mean square displacement (MSD) of a particle of cry...
By use of constant energy molecular dynamics simulations, we have investigated the melting and freez...
According to the Kosterlitz–Thouless–Halperin–Nelson–Young (KTHNY) theory a two-dimensional (2D) cry...
A simple criterion for melting of two-dimensional crystals with soft long-ranged interactions has be...
The melting of crystal phases in two-dimensional systems has been the subject of a large amount of t...
While the melting of crystals is in general not understood in detail on a microscopic scale, there i...
The relationship between the behaviour at melting and the range and softness of interatomic potentia...
It is demonstrated that the Lindemann’s criterion of melting can be formulated for two-dimensional c...
We study theoretically the structure and melting transition of two-dimensional (2D) binary mixtures ...
We study collective modes in a classical system of particles with repulsive inverse-power-law (IPL) ...
: Simple pair potentials are constructed which give hexagonal- or squarelattice ground states in two...
Molecular-dynamics simulations suggest that in 2D screened Coulomb solids melt when the r.m.s. displ...
International audienceWe study collective modes in a classical system of particles with repulsive in...
Melting properties of a two-dimensional system comprised of ~ 1 µm diameter, monodispersed, polystyr...
We report here a Monte Carlo study of the thermodynamic and structural properties of a two-dimension...
It is commonly believed that melting occurs when mean square displacement (MSD) of a particle of cry...
By use of constant energy molecular dynamics simulations, we have investigated the melting and freez...
According to the Kosterlitz–Thouless–Halperin–Nelson–Young (KTHNY) theory a two-dimensional (2D) cry...
A simple criterion for melting of two-dimensional crystals with soft long-ranged interactions has be...
The melting of crystal phases in two-dimensional systems has been the subject of a large amount of t...
While the melting of crystals is in general not understood in detail on a microscopic scale, there i...
The relationship between the behaviour at melting and the range and softness of interatomic potentia...
It is demonstrated that the Lindemann’s criterion of melting can be formulated for two-dimensional c...
We study theoretically the structure and melting transition of two-dimensional (2D) binary mixtures ...
We study collective modes in a classical system of particles with repulsive inverse-power-law (IPL) ...
: Simple pair potentials are constructed which give hexagonal- or squarelattice ground states in two...
Molecular-dynamics simulations suggest that in 2D screened Coulomb solids melt when the r.m.s. displ...
International audienceWe study collective modes in a classical system of particles with repulsive in...
Melting properties of a two-dimensional system comprised of ~ 1 µm diameter, monodispersed, polystyr...
We report here a Monte Carlo study of the thermodynamic and structural properties of a two-dimension...
It is commonly believed that melting occurs when mean square displacement (MSD) of a particle of cry...
By use of constant energy molecular dynamics simulations, we have investigated the melting and freez...
According to the Kosterlitz–Thouless–Halperin–Nelson–Young (KTHNY) theory a two-dimensional (2D) cry...