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Please use this identifier to cite or link to this item: http://hdl.handle.net/123456789/350

Title: COMPUTATIONAL DYNAMICS OF ELASTOMERIC-BASED ISOLATION SYSTEMS FOR RIGID STRUCTURES
Authors: Potirniche, Aurora
Keywords: computational mechanics
eigenvalue
comparative analysis
eigenvector
dynamic model
natural pulsations
Issue Date: 24-Oct-2013
Publisher: EDITURA UNIVERSITĂŢII TRANSILVANIA DIN BRAŞOV
Series/Report no.: ;11 - 16
Abstract: The paper analyses the dynamic behaviour of a rigid structure elastic insulated, subjected to various actions of vibration or shock type. We have considered for analysis the classical model of a rigid structure with six degree of freedom in two cases: with one vertical symmetry plane and with two vertical symmetry planes. For the chosen model was performed modal analysis for a set of rigidities containing six different values. The study aims to highlight the correlation between the isolation characteristics and natural pulsations of the structure in terms of eigenvectors and eigenvalues in the indicated analysis conditions
URI: http://hdl.handle.net/123456789/350
ISBN: 978 – 606 – 19 – 0225 – 5
Appears in Collections:COMEC 2013

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