We present a guide to compute the phase-boundaries of classical systems using dynamic Clausius–Clapeyron integration (dCCI) method within LAMMPS (Large-scale Atomic/Molecular Massively Parallel Simulator) code. The advantage dCCI is because it provides coexistence curves spanning wide range thermodynamic states relatively short single non-equilibrium simulations. describe state-of-the-art free-...

In this paper the QCD phase diagram is obtained by crossing of two types effective models: MIT bag-based models are used to describe quark matter and QHD-type hadronic matter, with former being something new kind approach latter having improved parameterizations as compared previous calculations. We use Gibbs’ conditions establish points pressure in function chemical potential both phases. firs...


 In this paper, we studied the liquid-vapor phase diagram and structural properties of discrete potential fluids using Gibbs ensemble simulations integral equations theory. For this, considered three fluids, namely, square well, well-barrier, well-barrier-well. They represent simple models for with competing interactions that exhibit a rich microscopic macroscopic behavior depending on bo...

We study gradient models for spins taking values in the integers (or an integer lattice), which interact via a general potential depending only on differences of spin at neighboring sites, located regular tree with d+1 neighbors. first provide conditions terms relevant p-norms associated transfer operator Q ensure existence countable family proper Gibbs measures, describing localization differe...

We consider Ising-spin systems starting from an initial Gibbs measure ν and evolving under a spin-flip dynamics towards a reversible Gibbs measure μ 6= ν. Both ν and μ are assumed to have a finite-range interaction. We study the Gibbsian character of the measure νS(t) at time t and show the following: (1) For all ν and μ, νS(t) is Gibbs for small t. (2) If both ν and μ have a high or infinite t...

The present work is concerned with the development of a new algorithm for determination of the equilibrium composition of gaseous detonations. The elements balance equations, and the second law of thermodynamics (i.e., the minimization of the Gibbs free energy of products), are used to determine the equilibrium composition of the detonation products. To minimize the Gibbs free energy with tradi...

The DA-T Gibbs sampler is proposed by Maris and Maris (2002) as a Bayesian estimation method for a wide variety of Item Response Theory (IRT) models. The present paper provides an expository account of the DAT Gibbs sampler for the 2PL model. However, the scope is not limited to the 2PL model. It is demonstrated how the DA-T Gibbs sampler for the 2PL may be used to build, quite easily, Gibbs sa...

Gibbs field is one of the central objects of the modern probability, mathematical statistical physics and euclidean quantum field theory. Here we define and study its natural generalization for the case when the space, where the random field is defined is itself random. Moreover, this randomness is not given apriori and independently of the configuration, but rather they depend on each other, a...