High-Pressure Transformation of SiO2 Glass from a Tetrahedral to an Octahedral Network: A Joint Approach Using Neutron Diffraction and Molecular Dynamics

  • Anita Zeidler
  • , Kamil Wezka
  • , Ruth F. Rowlands
  • , Dean A.J. Whittaker
  • , Philip S. Salmon*
  • , Annalisa Polidori
  • , James W.E. Drewitt
  • , Stefan Klotz
  • , Henry E. Fischer
  • , Martin C. Wilding
  • , Craig L. Bull
  • , Matthew G. Tucker
  • , Mark Wilson
  • *Corresponding author for this work

Research output: Contribution to journalArticlepeer-review

129 Citations (Scopus)
304 Downloads (Pure)

Abstract

A combination of in situ high-pressure neutron diffraction at pressures up to 17.5(5) GPa and molecular dynamics simulations employing a many-body interatomic potential model is used to investigate the structure of cold-compressed silica glass. The simulations give a good account of the neutron diffraction results and of existing x-ray diffraction results at pressures up to ∼60 GPa. On the basis of the molecular dynamics results, an atomistic model for densification is proposed in which rings are “zipped” by a pairing of five- and/or sixfold coordinated Si sites. The model gives an accurate description for the dependence of the mean primitive ring size ⟨n⟩ on the mean Si-O coordination number, thereby linking a parameter that is sensitive to ordering on multiple length scales to a readily measurable parameter that describes the local coordination environment. A combination of in situ high-pressure neutron diffraction at pressures up to 17.5(5) GPa and molecular dynamics simulations employing a many-body interatomic potential model is used to investigate the structure of cold-compressed silica glass. The simulations give a good account of the neutron diffraction results and of existing x-ray diffraction results at pressures up to ∼60 GPa. On the basis of the molecular dynamics results, an atomistic model for densification is proposed in which rings are “zipped” by a pairing of five- and/or sixfold coordinated Si sites. The model gives an accurate description for the dependence of the mean primitive ring size ⟨n⟩ on the mean Si-O coordination number, thereby linking a parameter that is sensitive to ordering on multiple length scales to a readily measurable parameter that describes the local coordination environment.
Original languageEnglish
Article number135501
Number of pages5
JournalPhysical Review Letters
Volume113
Issue number13
DOIs
Publication statusPublished - 23 Sept 2014

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