Abstract

A large class of liquids obey density scaling characterized by an exponent, which quantifies the relative roles of temperature and density for the dynamics. We present experimental evidence that the density-scaling exponent γ is state-point dependent for the glass formers tetramethyl-tetraphenyl-trisiloxane (DC704) and 5-polyphenyl ether (5PPE). A method is proposed that from dynamic and thermodynamic properties at equilibrium estimates the value of γ. The method applies at any state point of the pressure-temperature plane, both in the supercooled and the normal liquid regimes. We find that γ is generally state-point dependent, which is confirmed by reanalyzing data for 20 metallic liquids and two model liquids.

Highlights

  • Decreasing the temperature (T) or increasing the density (ρ) by applying pressure to a liquid leads to a slowing down of the molecular dynamics and eventually to a glass transition if crystallization is avoided [1,2]

  • A large class of liquids obey density scaling characterized by an exponent, which quantifies the relative roles of temperature and density for the dynamics

  • In this Letter we show, that γ for other systems is not constant but state-point dependent; this is done by using a novel formalism that allows γ to be determined from properties exclusively referring to the state point in question

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Summary

Introduction

Decreasing the temperature (T) or increasing the density (ρ) by applying pressure to a liquid leads to a slowing down of the molecular dynamics and eventually to a glass transition if crystallization is avoided [1,2]. Experimental Evidence for a State-Point-Dependent Density-Scaling Exponent of Liquid Dynamics

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