A B S T R A C T Experimental and analytical investigations for the low cycle-fatigue life prediction ofGlass-Reinforced Polymer (GRP) in Chopped Strand Mat (CSM) form are studied. Based on the theories of modulus degradation and residual strength degradation, a novel model is proposed for the prediction of progressive stiffness loss in terms of tension-tension fatigue load and the number of cycles. The proposed model involves various loadings and environmental variables, which makes the reliable predictions suitable for structural analysts. Experiments were carried out at room and elevated temperatures to evaluate the validity of the proposed prediction model for the characterisation of temperature-dependent behaviour in fatigue. Predictions using the proposed model are in good agreement with the experiments that justify the use of the model to determine the extent of low-cycle fatigue damage accumulation in GRP-CSM at room and elevated temperatures.Keywords fatigue life prediction; Glass fibres; rate dependence; short fibre composite; temperature dependence.
I N T R O D U C T I O NA wide range of structures or components are commonly manufactured using fibre-reinforced polymer composites. The requirements that are not just to enhance operational performance but also to reduce the overall cost have caused widespread use of GRP in CSM form particularly in the maritime industry. It is common to get temperatures in excess of 65 • C on boats with white gel coats, while temperatures up to 85 • C have been measured with red gel coats, and well over 95 • C with black gel coats in the tropics. 1 Despite the fact that gel goats are commonly used to attempt for temperature control in composite bodies, mechanical properties of CSM-GRP at elevated temperature have not been thoroughly investigated. There are essentially three types of fatigue beCorrespondence: G. Prusty. haviour prediction model for composites namely, (a) theories based on conventional S-N curves, (b) theories based on changes in elastic modulus and residual strength, and (c) theories based on actual damage mechanisms. Most of the prediction models developed from these theories have been based on residual strength or residual stiffness. Whitney 1 illustrated a residual strength model for both tensile and compressive strength degradation as competing failure modes. An equation for strength degradation model was developed based on a three parameter Power Law. The suggested prediction model is not able to account for the failure mode with delamination. Hence, if delamination played a significant role in the failure mechanism of a particular composite material, the model would be definitely inadequate to get a reliable prediction. Rotem and Nelson 2 proposed a prediction model that relates the residual strength of composite with a temperature-shifting factor by assuming constant residual