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Giancarlo Franzese

Researcher at University of Barcelona

Publications -  153
Citations -  5142

Giancarlo Franzese is an academic researcher from University of Barcelona. The author has contributed to research in topics: Phase transition & Critical point (thermodynamics). The author has an hindex of 38, co-authored 145 publications receiving 4644 citations. Previous affiliations of Giancarlo Franzese include Sapienza University of Rome & Seconda Università degli Studi di Napoli.

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Generic mechanism for generating a liquid–liquid phase transition

TL;DR: The presence of a LDL and a HDL can be directly related to an interaction potential with an attractive part and two characteristic short-range repulsive distances, and the results show that the LDL and HDL phases can occur in systems with no density anomaly.
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Effect of hydrogen bond cooperativity on the behavior of water

TL;DR: A study combining mean-field calculations and Monte Carlo simulations shows that a common physical mechanism underlies each of the four scenarios for low-temperature phase behavior of liquid water, and that two key physical quantities determine which of theFour scenarios describes water: the strength of the directional component of the hydrogen bond and thestrength of the cooperative component ofThe hydrogen bond.
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Understanding the Kinetics of Protein–Nanoparticle Corona Formation

TL;DR: The combined experimental and computational approach is a step toward the development of systematic prediction and control of protein–NP corona composition based on a hierarchy of equilibrium protein binding constants.
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The Widom line of supercooled water

TL;DR: In this paper, the Widom line is explored for a Hamiltonian model of water using an analytic approach, and discussed the plausibility of the hypothesized liquid-liquid critical point, as well as its possible consequences.
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Liquid-liquid phase transitions for soft-core attractive potentials.

TL;DR: A modified van der Waals equation is presented which qualitatively reproduces the behavior of both critical points within some range of parameters, and gives insight on the mechanisms ruling the dependence of the two critical points on the potential's parameters.