Publication detail
Dynamic models of elastomer parts using mass-spring-damper system
PÍŠTĚK, V. KLIMEŠ, L. MAUDER, T.
Original Title
Dynamic models of elastomer parts using mass-spring-damper system
English Title
Dynamic models of elastomer parts using mass-spring-damper system
Type
conference paper
Language
en
Original Abstract
Linear structural components joined by means of elastomer parts play an important role in automotive industry. Elastomeric mountings of engines and rubber torsional vibration dampers of crankshafts are typical representatives of such components. Some computational problems, however, can arise when finite element modelling or a multibody software is used to investigate systems with structural components. The approximation by means of multi-parameter mass-spring-damper models is frequently utilized to overcome this issue. The paper presents computational results obtained with the use of the generalized modified Kelvin model. The optimization model was used to approximate experimentally acquired data of the dynamic stiffness of a rubber silentblock for automotive use. The model was implemented in GAMS software, which allows for non-linear optimization. Simulation results show that the fourth-order generalized modified Kelvin model enables a great approximation of the considered rubber silentblock.
English abstract
Linear structural components joined by means of elastomer parts play an important role in automotive industry. Elastomeric mountings of engines and rubber torsional vibration dampers of crankshafts are typical representatives of such components. Some computational problems, however, can arise when finite element modelling or a multibody software is used to investigate systems with structural components. The approximation by means of multi-parameter mass-spring-damper models is frequently utilized to overcome this issue. The paper presents computational results obtained with the use of the generalized modified Kelvin model. The optimization model was used to approximate experimentally acquired data of the dynamic stiffness of a rubber silentblock for automotive use. The model was implemented in GAMS software, which allows for non-linear optimization. Simulation results show that the fourth-order generalized modified Kelvin model enables a great approximation of the considered rubber silentblock.
Keywords
mass-spring-damper models, nonlinear optimization, modified Kelvin model
RIV year
2015
Released
22.10.2015
Publisher
Kaunas University of Technology
Location
Kaunas, Lithuania
Pages from
63
Pages to
66
Pages count
4
Documents
BibTex
@inproceedings{BUT118005,
author="Václav {Píštěk} and Lubomír {Klimeš} and Tomáš {Mauder}",
title="Dynamic models of elastomer parts using mass-spring-damper system",
annote="Linear structural components joined by means of elastomer parts play an important role in automotive industry. Elastomeric mountings of engines and rubber torsional vibration dampers of crankshafts are typical representatives of such components. Some computational problems, however, can arise when finite element modelling or a multibody software is used to investigate systems with structural components. The approximation by means of multi-parameter mass-spring-damper models is frequently utilized to overcome this issue. The paper presents computational results obtained with the use of the generalized modified Kelvin model. The optimization model was used to approximate experimentally acquired data of the dynamic stiffness of a rubber silentblock for automotive use. The model was implemented in GAMS software, which allows for non-linear optimization. Simulation results show that the fourth-order generalized modified Kelvin model enables a great approximation of the considered rubber silentblock.",
address="Kaunas University of Technology",
booktitle="19th International conference Transport Means 2015 Proceedings",
chapter="118005",
howpublished="print",
institution="Kaunas University of Technology",
year="2015",
month="october",
pages="63--66",
publisher="Kaunas University of Technology",
type="conference paper"
}