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Investigation of the mathematical models of cusped plates and bars (25/C/01CZ)


Funded by

NATO Science Programme

Start Date: 2001-12-03       End Date: 2002-05-31

The main purpose of the project is consider cusped beams and plates, where in general, the change of cross-section arias and thicknesses is of non-power type and to investigate them on the base of the classical models of beams and plates as well as on the base of modern hierarchical models.

Project members:

Publications

  • George Jaiani, Alios Kufner, Oscillation of Cusped Euler-Bernulli Beams and Kirchhoff-Love Plates, Preprint 145, Academy of Sciences of the Czech Republic, Mathematical Institute, Prague, Academy of Sciences of the Czech Republic, 2002.
  • George Jaiani, Alios Kufner, Oscillation of Cusped Euler-Bernoulli Beams and Kirchhoff-Love Plates, Hacettepe Journal of Mathematics and Statistics Volume 35 (1), 7 – 53, Hacettepe University, 2006.

Additional Information

NATO Science fellowship Program
Senior Researcher of the Institute of Mathematics of the Academy of Sciences Prague