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Nonlinear Problems in Dynamics by the Finite Element in Time Method


Kranjčević, Nenad; Stegić, Milenko; Vranković, Nikola
Nonlinear Problems in Dynamics by the Finite Element in Time Method // Applied Mathematics and Scientific Computing / Drmač, Zlatko ; Hari, Vjeran ; Sopta, Luka ; Tutek, Zvonimir ; Veselić, Krešimir (ur.).
Boston/Dordrecht/London: Kluwer Academic Publisher, 2002. str. 211-220


Naslov
Nonlinear Problems in Dynamics by the Finite Element in Time Method

Autori
Kranjčević, Nenad ; Stegić, Milenko ; Vranković, Nikola

Vrsta, podvrsta i kategorija rada
Poglavlja u knjigama, znanstveni

Knjiga
Applied Mathematics and Scientific Computing

Urednik/ci
Drmač, Zlatko ; Hari, Vjeran ; Sopta, Luka ; Tutek, Zvonimir ; Veselić, Krešimir

Izdavač
Kluwer Academic Publisher

Grad
Boston/Dordrecht/London

Godina
2002

Raspon stranica
211-220

ISBN
0-306-474426-3

Ključne riječi
Nonlinear Vibrations, Finite Element in Time, Clearance, Stability

Sažetak
The finite element method in time domain is a fast and reliable numerical method for predicting the steady state response of the nonlinear dynamic system under periodic excitation. The stability of solutions can be investigated by the application of Floquet--Lyapunov theorem on the transition matrix. Close agreement is found between obtained results and the published findings of a harmonic balance method.

Izvorni jezik
Engleski

Znanstvena područja
Strojarstvo



POVEZANOST RADA


Projekt / tema
0120003

Ustanove
Fakultet strojarstva i brodogradnje, Zagreb