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## Solving the differential equation bending of thin rectangular plates by finite difference method

Koljenik, Antonio; Kozak, Dražan; Sertić, Josip; Matejiček, Franjo; Baličević, Pavo; Ivandić, Željko
Solving the differential equation bending of thin rectangular plates by finite difference method // Proceedings of the 2nd International Scientific and Expert Conference TEAM 2010 / Arpad, Ferencz ; Klebniczki Jozsef ; Lipoczine, Csabai ; Borsne, Judit ; Csaba, Fabian (ur.).
Kecskemet: Kecskemeti Foiskola, 2010. str. 571-576 (predavanje, međunarodna recenzija, cjeloviti rad (in extenso), znanstveni)

Naslov
Solving the differential equation bending of thin rectangular plates by finite difference method

Autori
Koljenik, Antonio ; Kozak, Dražan ; Sertić, Josip ; Matejiček, Franjo ; Baličević, Pavo ; Ivandić, Željko

Izvornik
Proceedings of the 2nd International Scientific and Expert Conference TEAM 2010 / Arpad, Ferencz ; Klebniczki Jozsef ; Lipoczine, Csabai ; Borsne, Judit ; Csaba, Fabian - Kecskemet : Kecskemeti Foiskola, 2010, 571-576

ISBN
978-963-7294-87-7

Skup
2nd International Scientific and Expert Conference TEAM 2010

Mjesto i datum
Kecskemet, Mađarska, 04.-05.11.2010.

Vrsta sudjelovanja
Predavanje

Vrsta recenzije
Međunarodna recenzija

Ključne riječi
Bending of thin rectangular plates; finite difference method; finite element method

Sažetak
In this paper, based on an algorithm written in the programming system Mathematica 6.0 is shown solving the differential equation of bending thin rectangular plates by finite difference method. Based on an algorithm written in the programming system Mathematica 6.0 it is possible to change any value ratio dimensions of plate (b/a) and the discretization step δ. Changing the main diagonal of the matrix H (the algorithm written in Mathematica 6.0) it is possible to solve any problem of bending thin rectangular plates. By changing the main diagonal of the matrix H, the boundary conditions of thin rectangular plate are also changed. To compare the results it is made the calculation of deflections using the finite difference method (FEM) software package ANSYS 12.1.

Izvorni jezik
Engleski

Znanstvena područja
Strojarstvo