Entropy propagation analysis in stochastic structural dynamics: application to a beam with uncertain cross sectional area

For simulating such a physical tilted beam, a classical paraxial model without accounting for the incidence angle would lead to search a the solution which would be highly

The proposed model for subcritical propagation does not depend explicitly on temperature, oxygen pressure, etc, but depends only on the total oxygen flux reacting at the crack’s

For the propagation of the hybrid (probabilistic and possibilistic) uncertainty representation, the MC technique [22], [23] is combined with the extension principle of fuzzy set

A novel dynamics model of fault propagation and equilibrium analysis in complex dynamical communication network...

This indicates that the model we have developed on the basis of the linearized equations of gen- eral relativity is able to explain the reason for which the rotation curve of

In order to quantify variability of the responses of mechanical systems which are of interest in engineering applications, several recent works have been applying techniques

Since the 2D model does not include a dissipation term and because the energy transferred into transverse motions is very small, almost all the energy of the initial impulse stays

It has also been shown that the input parameters whose variability had the most important influence on the lifespan distribution are the coefficient ruling the damage evolution