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Title: | SPECTRAL RESPONSE FOR N RANDOM EXCITATIONS OF A NONLINEAR OSCILLATOR WITH NON-LINEAR DAMPING CHARACTERISTIC IN THE FLUID MEDIUM |
Authors: | P. Stan, M. Stan 262 |
Keywords: | Non-linear oscillator random vibration fluid medium response quivalent linearization |
Issue Date: | 18-Oct-2012 |
Publisher: | LUX LIBRIS PUBLISHING HOUSE |
Citation: | http://scholar.google.ro/ |
Series/Report no.: | COMAT 2012; |
Abstract: | Abstract: In nuclear power plant reactors, the mechanical components are surrounded by heat-conducting fluid in steady
motion. Some of them, such as fuel-rod assemblies, are separated by very small clearances. Non-linear vibratory behavoir
can be induced either by the steady excitation or accidentally, due to seismic excitation for example. An approximate
analytical procedure is presented to estimate the power spectral density of response of n random excitation of non-linear
oscillator with non-linear damping characteristic in the fluid medium. A natural method of attacking non-linear problems ist
a replace the governing set of non-linear differential equations by an equivalent set of linear equations. The method will
be briefly discussed in the following sections. Fundamental theory of this linearization procedure can be found in Caughey, Roberts and Spanos. |
URI: | http://hdl.handle.net/123456789/1507 |
ISBN: | 978-973-131-162-3 |
Appears in Collections: | COMAT 2012
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