5. Conclusions
A strain-rate dependent behaviour model for SFRC is presented here, based on an original approach that aims to be an efficient alternative to more complex procedures of homogenisation. This work presents the extension of this approach to strain rate dependent composite behaviour (i.e. viscoelastic and/or viscoplastic). Complex fibre orientations, including distributed and random orientations can be modelled in a simple way. The implemented constitutive laws are first described in details, begining with coupled viscoelastic–viscoplastic scheme of matrix behaviour. Then constitutive equations of composite bahviour model are detailed. The accuracy of the modelling is assessed for the case of a PP reinforced by 30 wt.% of short-glass fibres by comparison of numerical results with experimental ones. To this end, constitutive parameters involved in the matrix behaviour law are identified based on dynamic mechanical analysis, compression and tensile tests under a wide range of strain rates. Then dealing with the case of injection-moulded PP-short glass fibre composite, a first step is to characterise the actual distribution of fibre orientation using micro-computed tomography. Orientations thus identified were input of the behaviour model according to the ‘‘families of fibres” concept. A comparison of numerical and experimental results obtained for PP material is performed in order to validate the implementation of the matrix behaviour model. Then simulated quasi-static and dynamic tensile tests of PP-GF composite proved the consistency of the implemented model.