Time scale ratios play an important role in critical dynamics. Their fixed point values govern the dynamical scaling behavior of the relevant fields and their dynamic correlation functions as well as the hydrodynamic transport coefficients. As an example for a system with several time scale ratios we consider a magnetic liquid near the gas-liquid transition
Since the pioneering work of Halperin and Hohenberg [1] on the generalization of scaling laws to dy...
International audienceWe present the master (i.e. unique) behavior of the squared capillary length -...
The asymptotic and preasymptotic critical behavior in fluids, mixtures, and uniaxial magnets is beli...
We investigate the off-equilibrium dynamics of spin systems with O(N) symmetry arising by the presen...
When a classical system is driven through a continuous phase transition, its nonequilibrium response...
Dynamic critical point phenomena in fluid systems are studied first by means of models and then with...
Critical phenomena in real fluids demonstrate a combination of universal features caused by the dive...
The twin concepts of Scaling and Universality have played an important role in the description of st...
The critical dynamics of liquid helium and of uniaxial antiferromagnets at bicritical points are stu...
From a minimal set made of four scale factors defined at the liquid-gas critical point of a pure flu...
From a minimal set made of four scale factors defined at the liquid-gas critical point of a pure flu...
We utilize Langevin molecular dynamics simulations to study dynamical critical behavior of magnetic ...
We consider the dynamical off-equilibrium behavior of the three-dimensional O(N) vector model in the...
The asymptotic and preasymptotic critical behavior in fluids, mixtures, and uniaxial magnets is beli...
The asymptotic and preasymptotic critical behavior in fluids, mixtures, and uniaxial magnets is beli...
Since the pioneering work of Halperin and Hohenberg [1] on the generalization of scaling laws to dy...
International audienceWe present the master (i.e. unique) behavior of the squared capillary length -...
The asymptotic and preasymptotic critical behavior in fluids, mixtures, and uniaxial magnets is beli...
We investigate the off-equilibrium dynamics of spin systems with O(N) symmetry arising by the presen...
When a classical system is driven through a continuous phase transition, its nonequilibrium response...
Dynamic critical point phenomena in fluid systems are studied first by means of models and then with...
Critical phenomena in real fluids demonstrate a combination of universal features caused by the dive...
The twin concepts of Scaling and Universality have played an important role in the description of st...
The critical dynamics of liquid helium and of uniaxial antiferromagnets at bicritical points are stu...
From a minimal set made of four scale factors defined at the liquid-gas critical point of a pure flu...
From a minimal set made of four scale factors defined at the liquid-gas critical point of a pure flu...
We utilize Langevin molecular dynamics simulations to study dynamical critical behavior of magnetic ...
We consider the dynamical off-equilibrium behavior of the three-dimensional O(N) vector model in the...
The asymptotic and preasymptotic critical behavior in fluids, mixtures, and uniaxial magnets is beli...
The asymptotic and preasymptotic critical behavior in fluids, mixtures, and uniaxial magnets is beli...
Since the pioneering work of Halperin and Hohenberg [1] on the generalization of scaling laws to dy...
International audienceWe present the master (i.e. unique) behavior of the squared capillary length -...
The asymptotic and preasymptotic critical behavior in fluids, mixtures, and uniaxial magnets is beli...
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