Instabilities of the human Voice source appear in normal voices under
certain conditions (newborn cries, vocal fry, creaky voice) and are sy
mptomatic of voice pathologies. Vocal instabilities are intimately rel
ated to bifurcations of the underlying nonlinear dynamical system. We
analyse in this paper bifurcations in 2-mass models of the vocal folds
and study, in particular, how the incorporation of the vocal tract af
fects bifurcation diagrams. A comparison of a simplified model (Steine
cke and Herzel, 1995) with an extended version including vocal tract r
esonances reveals that essential features of the bifurcation diagrams
(as e.g. frequency locking of both folds and toroidal oscillations) ar
e found in both model versions. However, vocal instabilities appear in
the extended model at lower subglottal pressures and even for weak as
ymmetries. (C) 1997 Elsevier Science B.V.