Collocation method of systems of linear equations with variable koefficients.

  • L. Grinchenko LNTU
Keywords: flag, tension, bend.

Abstract

In the work is studied the bend of thin isotop rectangular plate, with definite limiting conditions. Through  the basic functions and the functions of the form are determined function of deflexion and angles of normal bending. Numerical calculations of distribution, bending and curving moments in main cutting of the plate.

References

Tymoshenko SP, Voynovsky-Krieger. Plates and casings. - M .: Nauka, 1966. - 635s.

Berezhnitsky LT, Delyavsky MV, Panasyuk VV Bending of thin plates with defects such as cracks. - Kiev: Naukova Dumka, 1979. - 400s.

Prusov IA The method of conjugation in the theory of plates.-Minsk: Publisher Belarus. Univ., 1975.- 256 p.

Kączkowski Z. Płyty. Obliczenia statyczne.- Warszawa: Arkady, 1980.

Delyavsky MV Calculation of stress state in a thick orthotropic plate under the action of bending load N. 11-12.- P. 117-123.

Delyavskyy M., Gołaś J., Podhorecka A.: On the Peculiar Adjournment to the Development of Pliyt Wielowarstwowych, XLV Conf. Nauk. Krynica 99, p.63-70.

Abstract views: 40
PDF Downloads: 10
Published
2019-12-28
How to Cite
Grinchenko, L. (2019). Collocation method of systems of linear equations with variable koefficients . COMPUTER-INTEGRATED TECHNOLOGIES: EDUCATION, SCIENCE, PRODUCTION, (37), 60-65. https://doi.org/10.36910/6775-2524-0560-2019-37-9