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Abbreviation : SW
Long Form : square-well
No. Year Title Co-occurring Abbreviation
2019 Combined temperature and density series for fluid-phase properties. II. Lennard-Jones spheres. LJ, TPT
2018 Coupling between criticality and gelation in "sticky" spheres: a structural analysis. ---
2018 Thermodynamic properties of confined square-well fluids with multiple associating sites. LJ
2016 Theoretical Rationale for a Thermodynamic Glass State. vdW
2015 Microcanonical ensemble simulation method applied to discrete potential fluids. MC-NVT
2013 A new perturbed-chain equation of state for square-well chains in fluid and solid phases. EOS
2013 Generalized coupling parameter expansion: application to square well and Lennard-Jones fluids. IET, LJ, LVPD
2013 Self-Consistent Ornstein-Zernike Approximation (SCOZA) and exact second virial coefficients and their relationship with critical temperature for colloidal or protein suspensions with short-ranged attractive interactions. HSY, SCOZA, VL
2012 Thermodynamic description of liquid-state limits. MC, pe, RCP
10  2011 Application of a renormalization-group treatment to the statistical associating fluid theory for potentials of variable range (SAFT-VR). RG, SAFT, SAFT-VR
11  2010 Molecular simulation study of vapor-liquid critical properties of a simple fluid in attractive slit pores: crossover from 3D to 2D. ---
12  2010 Reduced colloidal repulsion imparted by adsorbed polymer of particle dimensions. DLS, EHS, HPY, PEO, SAXS
13  2009 Optimized equation of the state of the square-well fluid of variable range based on a fourth-order free-energy expansion. EOS
14  2009 Structure and thermodynamics of colloidal protein cluster formation: comparison of square-well and simple dipolar models. ---
15  2009 Vapor-liquid critical and interfacial properties of square-well fluids in slit pores. GC-TMMC
16  2008 One-dimensional model for water and aqueous solutions. IV. A study of "hydrophobic interactions". HB, PMF
17  2006 How "sticky" are short-range square-well fluids? MC, SHS
18  2006 Vapor-liquid equilibrium and critical behavior of the square-well fluid of variable range: a theoretical study. SCOZA