In this paper an approximate explicit probability density function for the analysis of external oscillation of a linear and geometrically nonlinear simply supported beam driven by random pulses is proposed. The adopted impulsive loading model in the Poisson White Noise, that is a process having Dirac's delta occurences with random intensity distributed in time according to Poisson's law.
Stationary and non stationary response probability density function of a beam under Poisson white noise
VASTA, Marcello;
2011-01-01
Abstract
In this paper an approximate explicit probability density function for the analysis of external oscillation of a linear and geometrically nonlinear simply supported beam driven by random pulses is proposed. The adopted impulsive loading model in the Poisson White Noise, that is a process having Dirac's delta occurences with random intensity distributed in time according to Poisson's law.File in questo prodotto:
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