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Static analysis of thin plates by the boundary element method in a non-singular approach

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EN
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EN
The asphalt standard (PN-8-96025:2000) introduces requirements concerning weather and climatic conditions with built-in Hot Mix Asphalt (HMA). This standard is limited to lack of rainfall, ambient temperature (10°C - in layers up to 8.0 cm and 5°C -in layers above 8.0 cm) and wind speed (up to 16 m/s). Unconditional adherence to these principles means the closure of the building season as early as the end of September. However, practice shows that work carried out at lower ambient temperatures can be successful. The answer to "Why is it done this way?" can be found by analysing heat flow in the layer of the mineral-asphalt mixture submitted to environmental influences, thus allowing the scale of the impact of particular factors on heat losses in HMA to be known, and
Rocznik
Tom
Strony
75--93
Opis fizyczny
Bibliogr. 26 poz.
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autor
Bibliografia
  • 1. Abdel-Akher A., Hartley G. A.: Domain integration for piąte bending analysis by the boundary element method, Applied Numerical Method, 5 (1989), 23-28.
  • 2. Abdel-Akher A., Hartley G. A.: Evaluation of boundary integrals for plate bending. Int. J. Num. Mcth. Engng., 28 (1989), 75-93.
  • 3. Banerjee P. K., Butterfield R.: Boundary element method in geomechanics, in Finite Elements in Geomechanics, Wiley, 529-570, London, 1977.
  • 4. Brebbia C. A., Dominguez J.: Boundary element methods forpotential prob lems, Applied Mathematical Modelling, l, 372-378, 1977.
  • 5. Brebbia C.A., Telles J.C.F. and Wróbel L.C.: Boundary Element Techniques, Theory and Applieations in Engineering, Springcr-Yerlag, Berlin Heidelberg, New York, Tokyo, 1984.
  • 6. Burczyński T.: The Boundary Element Method in Mechanics, Technical-Scientific Publishing house, 1995 (in Polish).
  • 7. El-Zafrany A., Debbih M. and Fadhil S.: A modified Kirchhoff theory for boundary element bending analysis of min plates, Int. J. Solids Structures, 21 (31) (1994), 2885-2889.
  • 8. Forsythe G. E., Malcolm M. A., Moler C. B.: Computer methods for mathematical computation, Prentice-Hall, Englewood Cliffs, N.J., 1977.
  • 9. Guminiak M., Okupniak B., Sygulski R.: Analysis of plate bending by boundary element method, 2 Europcan Confercnee on Computalional Mechanics ECCM-2001, June 26-29, Cracow, Poland, l, 2001, 176-177.
  • 10. Guminiak M.: Application of the boundary element method in static analysis of thin plates (in Polish), Proccedings of The 3nd Scientific Conference of PhD Students of Civil Engineering, Gliwice-Wisła, November 21-22, 2002, Silcsian University of Technology, Poland, 223-232.
  • 11. Guminiak M., Litcwka P., Sygulski R.: Static analysis of platcs on the unilateral foundation by BEM, Proceedings of The 8th International Conference Modern Building Materials, Structurcs and Techniąues, May 19-21, 2004, 765-768.
  • 12. Guminiak M.: Thin plates analysis by the boundary element method using new formulation of a boundary condition (in Polish), PhD Thesis, Poznań University of Technology, Poznań, Poland, 2004.
  • 13. Hartly G. A.: Development of plate bending elements for frame analysis, Engineering Analysis with Boundary Element, 17(2) (1997) 93-104.
  • 14. Jaswon M. A.: Integral equations method in potential theory, Procccdings Roy. Soc. Ser. A 275, 23-32, 1963.
  • 15. Jaswon M. A.: Ponter A. R., An integral equation solution of the torsion problem, Procccdings Roy. Soc. Ser. A 273, 237-246, 1963.
  • 16. Katsikadelis J.T. Sapountzakis R.J., Zorba E.G.: A BEM approach to static and dynamie analysis of plates. Computational Mechanics, 7(1) (1990), 31--42.
  • 17. Kellog P, D.: Foundations of potential theory, Dover, New York, 1953.
  • 18. Kupradze B. D.: Metody potiencjała w tieorii uprugosti, Fizmatgiz, Moskwa, 1963.
  • 19. Michlin S. G.: Mnogomicrnyjc singularnyjc intiegrały i intiegralnyje uraw-nienia, Fizmatgiz, Moskwa, 1963.
  • 20. Okupniak B., Sygulski R.: Non-singular BEM analysis of Reissncr plates, Proceedings of 15th International Conference on Computer Methods in Mechanics, June 3-6, 2003, Gliwice-Wisła, Poland, 265-266.
  • 21. Okupniak B., Sygulski R.: Analysis of Reissncr plates on clastic foundations by the boundary element method, Proceedings of The 16th International Con-ference on Computer Methods in Mechanics, Junc 21-24, 2005, Częstochowa, Poland, 167-168.
  • 22. Rashed Y. F., Aliabadi M. H., Brebbia C. A.: Stress resultant bascd integral cqualion formulation for platc bcnding analysis, In: Platc bcnding analysis with Boundary Elcmcnts, Eds. M. H. Aliabadi, Compulational Mechanics Publications, Southampton, UK and Boston, USA, 1998.
  • 23. Rashcd Y. F., Aliabadi M. H, Brebbia C. A.: Hypcrsingular boundary element formulation for Reissner plates, International Journal of Solids Structures, 18(35) (1998), 2229-2249.
  • 24. Symm G. T.: Integral equation method in potential theory, II. Proceedings Roy. Soc. Ser. A, 275, 33-46.
  • 25. Timoshenko S., Woinowsky-Krieger S.: Theory of plates and shells, Arkady, Warszawa, 1962.
  • 26. Wilkinson J. H., Reinsh C.: Handbook for Automatic Computation, 2, Lin-ear Algebra, Springer Yerlag, Berlin, Heidelberg, New York, 1971.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPP1-0077-0013
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