“…The axis of rotational symmetry of the latter coincides with their geometrical axis of symmetry and their mechanical behavior can be characterized by five independent elastic moduli chosen among the axial and transverse Young's moduli, E C A and E C T , the axial and transverse shear moduli, G C A and G C T , the transverse (plane strain for lateral dilatation without axial extension) bulk modulus, K C T and the Poisson's ratios, ν C AT , ν C TA and ν C TT . Damage mechanisms in this type of composites can occur at different levels (matrix, fibers, fiber bundles, interfaces) and they can be taken into account with various ways (Fitoussi et al, 1998;Derrien et al, 2000;Morozov et al, 2003;Jendli et al, 2004Jendli et al, , 2009. In this study, it is chosen to incorporate damage at the glass bundles using a recently developed hybrid phenomenological-micromechanical model (Praud et al, 2017).…”