Jitter generation in voice signals produced by a two-mass stochastic mechanical model

London hesitated in publishing his results, but he finally sent a note to Nature on 5 March 1938, where he wrote: “...the degeneracy of the Bose–Einstein gas has rather got

Keller-Segel model, Existence, Weak solutions, Free energy, Entropy method, logarithmic Hardy-Littlewood-Sobolev inequality, Critical Mass, Aubin-Lions compactness

According to the electrical power curves, the power produced by the WT using the nonlinear dynamic state feedback with a wind speed estimator (NDSFE), clearly shows better

The model appears as a dynamic system of two loops coupled by a nonlinear function, one loop describes the dynamics of the single mass and the other represents the acoustic wave in

Such a model considers the stiffness related to the vocal folds as a stochastic process and the corresponding voice signals are simulated and the probability density function of

Zhang and Jiang, 2008; Pickup and Thomson, 2009; Cveticanin, L., 2012; Erath and al., 2013; Pinheiro and Kerschen, 2013) even considering pathological cases in the vocal folds

The proposed model presented here uses the source-filter Fant theory and three main novelties are presented: a new mathematical model to produce voice obtained from the unification

Such a model considers the stiffness related to the vocal folds as a stochastic process and the corresponding voice signals have been simulated.. The probability den- sity function