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3D models of polycrystals.

Identyfikatory
Warianty tytułu
Konferencja
XV Physical Metallurgy and Materials Science Conference on Advanced Materials & Technologies AMT'98, Kraków-Krynica, Poland, 17-21 May, 1998
Języki publikacji
EN
Abstrakty
EN
The 3D computer simulated models of homogenous as well as of inhomogenous microstructure of one phase polycrystalline materials are presented. The models were applied for: verification of correctness of polycrystalline materials models existing in theory of materials properties, assessment of precision and versatility of hitherto used methods for the determination of grains and particles volume distribution as well as for estimation of other stereological parameters and searching for new relations between parameters of plain and spatial materials microstructure. It was shown that the method ensuring the required versatility and accuracy of grain size evaluation at acceptable cost and labor consumption had not been worked out yet. The relationships between mean plane section area of grains and mean grain volume as well as between coefficient of variation of grains plane section area and coefficient of variation of grain volume are presented. They may be the basis of the simple method for the determination of parameters of grain volume distribution.
Słowa kluczowe
Rocznik
Strony
671--676
Opis fizyczny
Bibliogr. 22 poz., rys.
Twórcy
autor
  • Department of Materials Science, Silesian University of Technology Katowice, Poland
  • Department of Materials Science, Silesian University of Technology Katowice, Poland
autor
  • Department of Materials Science, Silesian University of Technology Katowice, Poland
  • Silesian University of Technology, Department of Materials Science, Katowice
Bibliografia
  • [1] Maliński M. Stereological criteria of grain size homogeneity of one-phase materials. Doctor’s Thesis. Silesian University of Technology, Faculty of Metallurgy. Katowice, Poland, 1985.
  • [2] Maliński M., Cwajna J., Maciejny A. Stereological criteria and measures of grain size homogeneity. In: The stereological methods in materials science. Prace Komisji Metalurgiczno-Odlewniczej PAN, Metalurgia 35, 1988: 43-56.
  • [3] Cwajna J., Maliński M., Szala J. Grain size as a structural criterion of polycrystalline mateials quality. Inżynieria Materiałowa, 1993, 4: 79-88.
  • [4] Cwajna J. Quantitative structural criteria of steel quality control. Acta Stereol., 1994; 13/2: 409-425.
  • [5] Cwajna J., Maliński M., Szala J. Present state and development conditions of quantitative netallography of steels. Inżynieria Materiałowa, 1995, 6: 159-170.
  • [6] Chrapoński J. Usefulness evaluation of the stereological methods applied for grain size assesment in polycrystalline materials. Doctor’s Thesis. Silesian University of Technolog Faculty of Materials Engineering, Metallurgy and Transportation. Katowice, Poland, 1997.
  • [7] Cwajna J., Maciejny A., Maliński M. Stereological criteria of grain size homogeneity. Proc. 7th Riso International Symposium on Metallurgy and Materials Science „Annealing Processes – Recovery, Recrystallization and Grain Growth”, 1986: 273-8.
  • [8] Ashby M.F., Jones D.R.H. Engineering Materials 2 – An Introduction to Microstructures, Processing and Design. Pergamon Press, Oxford, New York, Beijing, Frankfurt, São Paulo, Sydney, Tokyo, Toronto, 1986.
  • [9] Cwajna J., Maciejny A., Maliński M. Stereological criteria and measures of structural stability of one-phase polycrystalline materials. Acta Stereol, 1987; 6/III: 261-6.
  • [10] Maliński M., Cwajna J., Chrapoński J. 3D and 2D stereological parameters of computer simulated grain structures. Materials Science Forum, 1992, 94-96: 285-294.
  • [11] Williams R. The geometrical foundation of natural science. Dover Publications, New York, 1979.
  • [12] Chrapoński J., Maliński M., Cwajna J. The three-dimensional models of the polycrystalline materials structure, their creation and application. Inżynieria Materiałowa, 1996, 6: 194-200
  • [13] Chrapoński J., Maliński M. 3D modeling of polycrystalline grain structures, part II: Johnson- Mehl structures. Proc. of International Conference on The Quantitative Description of Materials Microstructure QMAT-97, Warsaw 16-19.04.1997, 391-396.
  • [14] Maliński M., Chrapoński J. 3D modeling of polycrystalline grain structures. Part I: Williams and cell structures. Proc. of International Conference on The Quantitative Description of Materials Microstructure QMAT-97, Warsaw 16-19.04.1997, 383-390.
  • [15] Kurzydłowski J.K., Ralph B. The quantitative description of the microstructure of materials CRC Press, Boca Raton, New York, London, Tokyo, 1995.
  • [16] Bucki J.J. Reconstruction of the grain volume distribution by the simulation method of the polycrystal geometry. Inżynieria Materiałowa, 1996, 6: 186-191.
  • [17] Czarski A., Satora K., Ryś J. Quantitative description of Armco steel structure. Inżynieria Materiałowa, 1996, 6: 191-4.
  • [18] Chrapoński J., Maliński M. Estimation of grain size. Part I: classical methods. Proc. of International Conference on The Quantitative Description of Materials Microstructure QMAT ’97 Warszawa 16-19.04.1997, 215-222.
  • [19] Maliński M., Chrapoński J. Estimation of grain size. Part II: empirical equations. Proc. of Imternational Conference on The Quantitative Description of Materials Microstructure QMAT- 97, Warszawa 16-19.04.1997, 223-228.
  • [20] Chrapoński J., Cwajna J., Maliński M. Estimation of grain size. Part III: point sampled intercepts and disector. Proc. of International Conference on The Quantitative Description Materials Microstructure QMAT-97, Warszawa 16-19.04.1997, 229-234.
  • [21] Nuñez C., Domingo S. Grain shape and its influence on the experimental measurement of grain size. Metall. Trans. A, 19A, 1988:933-940.
  • [22] Cwajna J., Chrapoński J., Maliński M.: Application of 3D models of materials microstruc ture in stereology. Proc. of International Conference on The Quantitative Description Materials Microstructure QMAT-97, Warszawa 16-19.04.1997, 27-36.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BOS1-0006-0046
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