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Fiber orientation and mechanical properties of short‐fiber‐reinforced injection‐molded composites: Simulated and experimental results
Author(s) -
Gupta Mahesh,
Wang K. K.
Publication year - 1993
Publication title -
polymer composites
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.577
H-Index - 82
eISSN - 1548-0569
pISSN - 0272-8397
DOI - 10.1002/pc.750140503
Subject(s) - materials science , composite material , fiber , anisotropy , composite number , transverse plane , flow (mathematics) , isotropy , transverse isotropy , orientation (vector space) , molding (decorative) , core (optical fiber) , mechanics , optics , geometry , structural engineering , mathematics , physics , engineering
A numerical simulation is presented that combines the flow simulation during injection molding with an efficient algorithm for predicting the orientation of short fibers in thin composite parts. Fiber‐orientation state is represented in terms of a second‐order orientation tensor. Fiber‐fiber interactions are modeled by means of an isotropic rotary diffusion. The simulation predicts flow‐aligned fiber orientation (shell region)near the surface with transversely aligned (core region) fibers in the vicinity of the mid‐plane. The effects of part thickness and injection speed on fiber orientation are analyzed. Experimental measurements of fiber orientation in plaque‐shaped parts for three different combinations of cavity thickness and injection speed are reported. It is found that gapwise‐converging flow due to the growing layer of solidified polymer near the walls tends to flow‐align the fibers near the entrance, whereas near the melt front, gapwise‐diverging flow due to the diminishing solid layer tends to lign the fibers transverse to the flow. The effect of this gapwise‐converging‐diverging flow is found to be especially significant for thin parts molded at slower injection speeds, which have a proportionately thicker layer of solidified polymer during the filling process. If the fiber orientation is known, predictions of the anisotropic tensile moduli and thermal‐expansion coefficients of the composite are obtained by using the equations for unidirectional composites and taking an orientation average. These predictions are found to agree reasonably well with corresponding experimental measurements.