Publication detail
Using the modal and Trigonometric Collocation Methods in Rotor Dynamic Systems
MALENOVSKÝ, E.
Czech title
Using the modal and Trigonometric Collocation Methods in Rotor Dynamic Systems
English title
Using the modal and Trigonometric Collocation Methods in Rotor Dynamic Systems
Type
journal article - other
Language
en
Original abstract
This article deals with the computational modeling of nonlinear rotor dynamic systems. The theoretical basis of the modal method, and combination with the method of dynamic compliances supplemented by the method of trigonometric collocation, is presented. The main analysis is focused on the solutions of transient and steady state responses. The algorithms for solving this range of problems are presented. The finite element method is the basis for both methods. The theoretical analysis is supplemented with a solution of an example model.
Czech abstract
This article deals with the computational modeling of nonlinear rotor dynamic systems. The theoretical basis of the modal method, and combination with the method of dynamic compliances supplemented by the method of trigonometric collocation, is presented. The main analysis is focused on the solutions of transient and steady state responses. The algorithms for solving this range of problems are presented. The finite element method is the basis for both methods. The theoretical analysis is supplemented with a solution of an example model.
English abstract
This article deals with the computational modeling of nonlinear rotor dynamic systems. The theoretical basis of the modal method, and combination with the method of dynamic compliances supplemented by the method of trigonometric collocation, is presented. The main analysis is focused on the solutions of transient and steady state responses. The algorithms for solving this range of problems are presented. The finite element method is the basis for both methods. The theoretical analysis is supplemented with a solution of an example model.
Keywords in Czech
: rotor dynamic systems, modal method, method of trigonometric collocation, steady state response, transient response, computational modeling
Keywords in English
: rotor dynamic systems, modal method, method of trigonometric collocation, steady state response, transient response, computational modeling
RIV year
2004
Released
11.11.2004
Location
USA
ISSN
1356-1448
Journal
Journal of Vibration and Acoustics
Volume
126
Number
april
Pages count
8
BIBTEX
@article{BUT45397,
author="Eduard {Malenovský},
title="Using the modal and Trigonometric Collocation Methods in Rotor Dynamic Systems",
journal="Journal of Vibration and Acoustics",
year="2004",
volume="126",
number="april",
month="November",
address="USA",
issn="1356-1448"
}