Complexities of One-Component Phase Diagrams

For most materials, the solid at and near the triple-pointtemperature is denser than the liquid with which it is in equilibrium.However, for water and certain other materials, the densities of the phases are reversed, with the solid being less dense. The profound consequences for the appearance of t...

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Main Authors: Ciccioli, A., Glasser, Leslie
Format: Journal Article
Published: American Chemical Society, Division of Chemical Education 2011
Subjects:
Online Access:http://hdl.handle.net/20.500.11937/33728
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author Ciccioli, A.
Glasser, Leslie
author_facet Ciccioli, A.
Glasser, Leslie
author_sort Ciccioli, A.
building Curtin Institutional Repository
collection Online Access
description For most materials, the solid at and near the triple-pointtemperature is denser than the liquid with which it is in equilibrium.However, for water and certain other materials, the densities of the phases are reversed, with the solid being less dense. The profound consequences for the appearance of the pVT diagram of one-component materials resulting from such 'anomalous' volume changes in solid liquid transitions are discussed. We discuss and illustrate how the 3DpVT phase diagram changes for this case. A more complex case occurs in systems where the solid liquid field displays continuous density reversal at high pressure, making the phase diagrams of some elements unexpectedly complex. The controversial case of graphite is presented as an example of the difficulties of interpretation. A current version of the carbon pT phase diagram is provided, in a 2DpT representation as well asin a virtual 3D version. The phase diagram of sodium, newly determined to extremely high pressures and illustrated here, shows both melting maxima and minima as well as a number of phase transitions as pressure increases.
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spelling curtin-20.500.11937-337282017-09-13T16:08:35Z Complexities of One-Component Phase Diagrams Ciccioli, A. Glasser, Leslie Materials Science Graduate Education/Research Thermodynamics Physical Chemistry Upper-Division Undergraduate Phases/Phase Transitions/Diagrams For most materials, the solid at and near the triple-pointtemperature is denser than the liquid with which it is in equilibrium.However, for water and certain other materials, the densities of the phases are reversed, with the solid being less dense. The profound consequences for the appearance of the pVT diagram of one-component materials resulting from such 'anomalous' volume changes in solid liquid transitions are discussed. We discuss and illustrate how the 3DpVT phase diagram changes for this case. A more complex case occurs in systems where the solid liquid field displays continuous density reversal at high pressure, making the phase diagrams of some elements unexpectedly complex. The controversial case of graphite is presented as an example of the difficulties of interpretation. A current version of the carbon pT phase diagram is provided, in a 2DpT representation as well asin a virtual 3D version. The phase diagram of sodium, newly determined to extremely high pressures and illustrated here, shows both melting maxima and minima as well as a number of phase transitions as pressure increases. 2011 Journal Article http://hdl.handle.net/20.500.11937/33728 10.1021/ed100638r American Chemical Society, Division of Chemical Education restricted
spellingShingle Materials Science
Graduate Education/Research
Thermodynamics
Physical Chemistry
Upper-Division Undergraduate
Phases/Phase Transitions/Diagrams
Ciccioli, A.
Glasser, Leslie
Complexities of One-Component Phase Diagrams
title Complexities of One-Component Phase Diagrams
title_full Complexities of One-Component Phase Diagrams
title_fullStr Complexities of One-Component Phase Diagrams
title_full_unstemmed Complexities of One-Component Phase Diagrams
title_short Complexities of One-Component Phase Diagrams
title_sort complexities of one-component phase diagrams
topic Materials Science
Graduate Education/Research
Thermodynamics
Physical Chemistry
Upper-Division Undergraduate
Phases/Phase Transitions/Diagrams
url http://hdl.handle.net/20.500.11937/33728