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On the Relationship Between the Roots of Cubic Equations of State and New Perspectives of the Vapor–Liquid Equilibrium Calculation
AbstractBased on the root–coefficient relations for a cubic function, quadratic functions are constructed that strictly relate the saturated volumes...
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A Review of Electrolyte Equations of State with Emphasis on Those Based on Cubic and Cubic-Plus-Association (CPA) Models
Electrolyte thermodynamics is a complex and broad subject of immense importance in very diverse applications. The models proposed for electrolyte...
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Evaluation of Liquid Heat Capacity of Latest Low Global Warming Hydrofluoroolefins (HFOs): A Comparison of a Cubic Equation of State, Fundamental Equations of State, and a Corresponding State Equation
Isobaric heat capacity is one of the key thermophysical properties for working fluids in thermal systems and plays an important role in the...
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Deformation of inhomogeneous vector optical rogue waves in the variable coefficients coupled cubic–quintic nonlinear Schrödinger equations with self-steepening
In this study, we explore variable coefficients coupled cubic–quintic nonlinear Schrödinger (CQNLS) equations with self-steepening, modeling optical...
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Bifurcation analysis and new exact complex solutions for the nonlinear Schrödinger equations with cubic nonlinearity
Nonlinear Schrödinger equations with cubic nonlinearity are a model of wave propagation in fiber optics and have numerous nonlinear effects in...
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Lie symmetry analysis of cubic–quartic optical solitons having cubic–quintic–septic–nonic form of self-phase modulation structure
The present study examines optical solitons characterized by cubic–quartic dynamics and featuring a self-phase modulation structure encompassing...
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An Analysis of the Critical Region of Multiparameter Equations of State
In this work, two classes of defects with multiparameter equations of state are investigated. In the first, it is shown that the critical point...
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Analytical soliton solutions for the (2 + 1)-perturbed and higher order cubic–quintic nonlinear Schrödinger equations
In this paper, a comprehensive analysis of traveling wave solutions of two nonlinear Schrödinger type equations are carried out with help of three...
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Modeling Interfacial Tension of Heptane + Alcohol Mixtures Using Cubic Plus Association Equation of State Plus Simplified Gradient Theory
This work has been dedicated to modeling the interfacial tension of the heptane + alcohol mixtures in the temperature range of 288.15 K to 333.15 K....
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Thermodynamic Properties and Equations of State for Solid and Liquid Magnesium
High-temperature equations of state (EoSs) for solid magnesium with hexagonal close-packing (hcp) and for liquid magnesium were formulated herein by...
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Exact solutions of cubic-quintic-septimal nonlinear Schrödinger wave equation
Nonlinear phenomena, characterized by behaviors that cannot be explained by linear systems and has significant challenges in understanding and...
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Solitary Waves of Nonlinear Nonintegrable Equations
Our goal is to find closed form analytic expressions for the solitary waves of nonlinear nonintegrable partial differential equations. The suitable...
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Observational constraints for cubic gravity theory based on third order contractions of the Riemann tensor
The paper studies different observational features in the case of a specific cubic gravity theory, based on third order contractions of the Riemann...
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Solving the Equations of Nonlinear Model of Crystalline Media with Complex Lattice and Some Structures of Plane Deformation
A nonlinear model of deformation of solid state with a complex crystal lattice is considered. A general solution of dynamic equations is given for...
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Peculiar optical solitons and modulated waves patterns in anti-cubic nonlinear media with cubic–quintic nonlinearity
In this work, we investigate diverse analytical solutions and modulation instability of the nonlinear Schrödinger equation with an anti-cubic...
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Models and auxetic characteristics of a simple cubic lattice of spherical particles
For a simple cubic lattice of spherical particles with three translational and three rotational degrees of freedom, using the method of structural...
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Constraining equations of state for massive neutron star within relativistic mean field models
In the present work, we constrain the equations of the state of asymmetric dense matter in consideration of the heaviest observed neutron star mass M
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Phase Transition Face-Centered Cubic Crystal—Homogeneous Phase in Helium
AbstractIn the study, the characteristics of the phase transition from a face-centered cubic crystal to a homogeneous phase in helium were calculated...
