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Metastable Systems under Pressure

  • Conference proceedings
  • © 2010

Overview

Editors:
  1. Sylwester Rzoska

    1. Department of Biophysics and Molecular Physics Institute of Physics, University of Silesia, Katowice, Poland

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  2. Aleksandra Drozd-Rzoska

    1. Department of Biophysics and Molecular Physics Institute of Physics, University of Silesia, Katowice, Poland

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  3. Victor Mazur

    1. Department of Thermodynamics, Odessa State Academy of Refrigeration (OSAR), Odessa, Ukraine

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  • Contains both review articles as well as novel results at the very cutting edge of the current science
  • There is the first message on the universal onset of the complex dynamics in glasses, the validity of the picture "one liquid — two glasses" for molecular liquids, novel VFT equation counterparts or surprising features of liquid crystals and nanoparticles are extremely hot issue for any specialist in the given field
  • Also clearly interdisciplinary, since it contains a comprehensive presentation of papers ranging from various branches of the soft matter physic through biotechnological issues to environmental/geophysical/deep earth issue

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Table of contents (31 papers)

  1. Water and liquid-liquid transitons

    1. Lifetime of Superheated Water in a Micrometric Synthetic Fluid Inclusion

      • Mouna El Mekki, Claire Ramboz, Laurent Perdereau, Kirill Shmulovich, Lionel Mercury
      Pages 279-292

    2. Explosive Properties of Superheated Aqueous Solutions in Volcanic and Hydrothermal Systems

      • Régis Thiéry, Sébastien Loock, Lionel Mercury
      Pages 293-310

    3. Vapour Nucleation in Metastable Water and Solutions by Synthetic Fluid Inclusion Method

      • Kiril Shmulovic, Lionel Mercury
      Pages 311-322

    4. Method of Controlled Pulse Heating: Applications for Complex Fluids and Pol Ymers

      • Pavel V. Skripov
      Pages 323-335

  2. Other metastable systems

    1. Collective Self-Diffusion in Simple Liquids Under Pressure

      • Nikolay P. Malomuzh, Konstantin S. Shakun, Vitaliy Yu. Bardik
      Pages 339-348

    2. Thermal Conductivity of Metastable States of Simple Alcohols

      • A. I. Krivchikov, O. A. Korolyuk, I. V. Sharapova, O. O. Romantsova, F. J. Bermejo, C. Cabrillo et al.
      Pages 349-358

    3. Transformation of the Strongly Hydrogen Bonded System into van der Waals one Reflected in Molecular Dynamics

      • K. KamiÅ„ski, E. KamiÅ„ska, K. Grzybowska, P. WÅ‚odarczyk, S. Pawlus, M. Paluch et al.
      Pages 359-376

    4. Effects of Pressure on Stability of Biomolecules in Solutions Studied by Neutron Scattering

      • Marie-Claire- Bellissent-Funel, Marie-Sousai Appavou, Gabriel Gibrat
      Pages 377-388

    5. Generalized Gibbs' Thermodynamics and Nucleation-Growth Phenomena

      • Jürn W. P. Schmelzer
      Pages 389-402

    6. Self-Assembling of the Metastable Globular Defects in Superheated Fluorite-Like Crystals

      • L. N. Yakub, E. S. Yakub
      Pages 403-410

    7. Study of Metastable States of the Precipitates in Reactor Steels Under Neutron Irradiation

      • A. Gokhman, F. Bergner
      Pages 411-418

    8. Dynamics of Systems for Monitoring of Environment

      • Waldemar Nawrocki
      Pages 419-430
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Keywords

About this book

recently discovered advantages of amorphous forms of medicines/pharmaceutical products which focused a significant part of industry-related efforts on the GFA (Glass Forming Ability) and the glass temperature (T) versus pressure g dependences. 1 b ? 0 ? ? o ? P ? Pg P ? Pg 0 ? ? ? ? T (P ) = F (P )D (P ) =T 1 + exp ? g g ? 0 ? ? ? ? c + Pg ? ? ? ? 400 1 b 0 o ? ? ? ? P ? P P ? P g g 0 ? ? ? ? T (P ) = F (P )D (P ) =T 1 + exp ? g g 0 ? ? ? ? c ? + P max g ? ? ? ? T ~7 GPa g max P ~ 304 K Liquid g 300 1 HS glass 0 200 -1 mSG ?=0. 044 Liquid -2 100 -3 glass ?=0. 12 -1. 2 -0. 9 -0. 6 -0. 3 0. 0 log T 10 scaled -1 0 1 2 3 4 5 6 7 8 9 10 11 12 P (GPa) g 19 Figure 1. T he pressure evolution of the glass temperature in gl Th ye s cerol ol . id curve shows the parameterization of experimental data via the novel, modifie d Glat Sizm elon type equation, given in the Figure.

Editors and Affiliations

  • Department of Biophysics and Molecular Physics Institute of Physics, University of Silesia, Katowice, Poland

    Sylwester Rzoska, Aleksandra Drozd-Rzoska

  • Department of Thermodynamics, Odessa State Academy of Refrigeration (OSAR), Odessa, Ukraine

    Victor Mazur

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