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THE STRUCTURE OF Pb–PbO–SiO2 GLASS VIA MOLECULAR DYNAMICS SIMULATION

Abstract

The paper is dedicated to a molecular dynamics (MD) study of the structure of partially reduced lead-silicate glass of composition 1Pb 1PbO 1SiO2. The simulations have been performed in the constant volume regime, using a two-body potential (Born-Mayer repulsive forces, and Coulomb forces due to full ionic charges). The system was initially prepared as a well equilibrated hot melt, and then slowly cooled down to 300K. The information on short-range correlations were obtained in a conventional way (from pair and angular distribution functions), while the medium-range order was studied via cation-anion ring analysis. In the paper, the short- and medium range order in the simulated system is discussed and compared with the structure of a glassy completely reduced system, i.e. 2Pb 1SiO2 and unreduced one, i.e. 2PbO 1SiO2 glass.

Keywords:

lead-silicate glasses, oxide glasses, medium-range order, ring analysis, molecular dynamics simulations

Details

Issue
Vol. 7 No. 2 (2003)
Section
Research article
Published
2003-06-30
Licencja:
Creative Commons License

This work is licensed under a Creative Commons Attribution 4.0 International License.

Author Biographies

JAROSŁAW RYBICKI,
Gdansk University of Technology, Faculty of Technical Physics and Applied Mathematics; TASK Computer Centre



AGNIESZKA WITKOWSKA,
Gdansk University of Technology, Faculty of Technical Physics and Applied Mathematics; TASK Computer Centre



GRZEGORZ BERGMAŃSKI,
Gdansk University of Technology, Faculty of Technical Physics and Applied Mathematics



Authors

  • JAROSŁAW RYBICKI

    Gdansk University of Technology, Faculty of Technical Physics and Applied Mathematics; TASK Computer Centre
  • AGNIESZKA WITKOWSKA

    Gdansk University of Technology, Faculty of Technical Physics and Applied Mathematics; TASK Computer Centre
  • GRZEGORZ BERGMAŃSKI

    Gdansk University of Technology, Faculty of Technical Physics and Applied Mathematics
  • GIORGIO MANCINI

    Universit`a di Camerino, INFM UdR Camerino
  • SANDRO FELIZIANI

    Universit`a di Camerino, INFM UdR Camerino

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