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Title: Snmek 1


1
Relaxation of Structural Units in MD Simulated
Silicate Glasses
Jan Machácek, Ondrej Gedeon Institute of
Chemical Technology, Technická 5, Prague, CZ-166
28, Czech Republic, Jan.Machacek_at_vscht.cz Marek
Lika Vitrum Laugaricio - Joint Glass Center of
Institute of Inorganic Chemistry SAS, Alexander
Dubcek University of Trencín and RONA Lednické
Rovne, tudentská 2, Trencín, SK-911 50,Slovak
Republic
2
Introduction
  • Structure of silicate glass - described by
    Q-species - Si4n
  • NMR, Raman spectroscopy
  • Unusual coordination of silicon, high-pressure
    systems
  • CRD(Si) 5, 6
  • Si55 - evidence from MAS-NMR /Stebbins 1988/
  • high pressure
  • high cooling rates
  • binary potassium silicate
  • 20 mol alkali oxide
  • Role of Si55 in diffusion of alkalis? /Farnan
    1998/
  • intermediate in diffusion mechanism of oxygen ?
  • Presence of Si55 in MD glasses
  • pair-wise potentials
  • caused by rapid cooling rates
  • maximum of Si5n 20 mol Na2O

3
Introduction
Na
Na
Na
/Farnan 1998/
4
Aim of this all
  • Exploration of behaviour of Simn units (m is
    O n is BO)
  • at various temperatures (1000K - 2500K)
  • Description of reactions or mutual
  • transformations Simn ? Sikl
  • Tracing of decay of initial number
  • of various Simn in time
  • Discussion of such decay in term of ionic
    migration

5
Some computational details
  • MD simulation, DL_POLY program /Smith 1995/
  • Na2O2SiO2 glass, 1494 atoms
  • Pair-wise potential
  • LR Coulombic SR Buckingham /van Beest 1990,
    Yuan 2001/
  • (A) Preparation of MD glass
  • cooling from random configuration at 5000 K down
    to 300 K,
  • total time 960 ps
  • configurations from 1000 K to 2500 K collected
    every 100 K
  • (B) Tracing of Simn units for one temperature
    value
  • NVE ensemble, system relaxed
  • 50 ps run
  • atom positions collected every 0.01 ps into
    HISTORY file
  • cut-off for NBO(BO) identification 2.46 Å
  • determination of Simn units
  • summation of coordination changes Simn ?
    Sikl

6
Results and Discussion
  • Most frequent Simn?Sikl reactions
  • Chem. equilibrium, temperature 2500 K
  • Red numbers absolute number of
  • transformations per 1 ps
  • Vertical lines BO ? NBO conversions
  • Horizontal lines changes in Si
  • coordination
  • Diagonal line addition/subtraction of
  • oxygen (NBO is formed) less
  • probable, non-elementary
  • Most frequent are 55 ? 44, 54 ? 43 transitions
  • At lower temperatures Si6n and Si53 units
    vanish

7
Results and Discussion
Decay of Si43 units at various temperatures.
Newly generated units during a simulation run are
not included in the curves.
8
Results and Discussion
  • Decay curves cannot be described by a simple
    exponential decay
  • We assume two decay processes with different
    reaction rates
  • A is norm. number of Simn, k1 and k2 are
    kinetic constants of fast and slow processes ?
  • Half time of decay of Simn unit is defined by
    eq. ti ln(2) / ki
  • Temperature dependence of ti reveals two
    processes ?
  • Fast - can be attributed to fast moves or
    thermal vibrations of oxygen atoms crossing
    cut-off distance 2.46 Å
  • Slow - dominates at lower temperatures,
    Arrhenian fit of t2(T) dependence gives energy
    barrier of 0.69 eV (close to Eact for diffusion
    in Na-disilicate glass)

9
Results and Discussion
Temperature dependence of half times of decay of
Si43 units. The inset demonstrates the
superposition of two processes fast - dominating
the beginning of the decay, and slow -
determining decay after the fast process is
exhausted.
10
Conclusions
  • Analysis of glass structure in terms of Simn
    units was performed
  • Elemental transformations comprise only the
    addition/subtraction of BO and the interchanges
    between NBO and BO
  • Decay of Si43 units can be decomposed into
    two processes
  • fast was attributed to the vibration of atoms
    (mainly oxygen)
  • slow revealed the Arrhenius temperature
    dependence with an energetic barrier of 0.69 eV
    and was attributed to the ionic migration.
  • Acknowledgements
  • This work was supported by the Slovak Grant
    Agency for Science through the grant No.1/0218/03
    and by the Grant Agency of the Czech Republic
    through the grant No 104/03/0976. It was alsoa
    part of the research project CEZ MSM 223100002
    Preparation and properties of advanced materials
    - modelling, characterization, and technology.
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