A Three-dimensional Topological Model of Ternary Phase Diagram

Phase diagram of the three-dimensional NJL model

With the exception of confinement the three-dimensional Nambu−Jona-Lasinio (NJL3) model incorporates many of the essential properties of QCD. We discuss the critical properties of the model at nonzero temperature T and/or nonzero chemical potential μ. We show that the universality class of the thermal transition is that of the d = 2 classical spin model with the same symmetry. We provide eviden...

The Phase Diagram of the Three Dimensional Thirring Model

We present Monte Carlo simulation results for the three dimensional Thirring model on moderate sized lattices using a hybrid molecular dynamics algorithm which permits an odd or non-integer number Nf of fermion flavors. We find a continuous chiral symmetry breaking transition for Nf ≃ 3 with critical exponents consistent with expectations from previous studies. For Nf = 5 the order of the trans...

Ternary Phase Diagram Modeling of Chiral Medetomidine Salts Using NRTL-SAC Model

Experimental determination of solubility and ternary phase diagram of chiral compound are of tedious and time consuming tasks, and in many cases, there is not enough experimental data for different enantiomeric compositions to access the experimental ternary phase diagram. Using thermodynamic models with predictive capability, having less dependency on experimental data, affords a great advanta...

ternary phase diagram for polymer/ solvent/ supercritical-CO2by sanchez-lacombe model

A three-dimensional phase diagram of growth-induced surface instabilities

A variety of fascinating morphological patterns arise on surfaces of growing, developing or aging tissues, organs and microorganism colonies. These patterns can be classified into creases, wrinkles, folds, period-doubles, ridges and delaminated-buckles according to their distinctive topographical characteristics. One universal mechanism for the pattern formation has been long believed to be the...