Elsevier

Polymer Testing

Volume 59, May 2017, Pages 355-361
Polymer Testing

Material Properties
Optimizing synthesis parameters of short carbon fiber reinforced polysulfonamide composites by using response surface methodology

https://doi.org/10.1016/j.polymertesting.2017.02.013Get rights and content

Abstract

In this paper, the synthesis parameters of short carbon fiber reinforced polysulfonamide composites (SCF/PSA composites) were optimized. Box-Behnken design was applied to conduct the experiments. The influences of temperature, time and composition on mechanical strength of SCF/PSA composites were studied by response surface methodology and grey relational analysis. The results show the composition was the most influential factor and the optimal process parameters are as follows: 372.88 °C (temperature), 29.17 min (time), and 40 wt% (composition). The fracture surface morphology of compression and tension sections of the obtained composites was analyzed by Tungsten filament scanning electron microscopy (TF-SEM).

Introduction

The compressive and tensile strength is an important mechanical performance index of composite materials [1], [2], [3]. The reliability and service life of composite materials can be enhanced by improving the mechanical strength [4], [5], [6]. Aramid composites possess high fracture toughness but poor performance of anti-compression, while carbon fiber composites possess good anti-compression performance but poor fracture toughness. Carbon fiber/aramid fiber hybrid composites exploit the advantages of aramid composites and carbon fiber composites [7], [8], [9]. Due to the additional sulfonyl group structure in its main molecular chain, polysulfonamide fiber (PSA) has good heat resistance performance [10], [11], [12]. Polysulfonamide-based single polymer composites (PSA SPCs) can be manufactured from PSA [13]. Composite plates can be fabricated by mixing polysulfonamide fibers with carbon fibers. Response surface methodology is an effective method to model and analyze problems in which responses of interest are influenced by several quantifiable variables [14], [15], [16], [17], [18], [19], [20]. It has the characteristics of less number of experiments and good prediction. Design-Expert software can be used for designing experiment projects and processing the data by response surface methodology. However, there are few investigations on optimization of technological conditions of manufacturing SCF/PSA composites.

In this paper, SCF/PSA composites were fabricated by hot pressing process, using PSA as matrix and SCF as reinforced fibers. The Box-Behnken design (BBD) is a useful experimental design for response surface methodology based on three-level incomplete factorial designs. It helps to evaluate the effects, both individual and interactive of various variables for obtaining the best response. On the basis of three-level Box-Behnken design, response surface methodology (RSM) was employed to optimize three crucial preparation conditions. The results of experiments were analyzed by RSM with Design-Expert software. The mathematical regression model indicated the optimum technological conditions. Relevant experiments were employed to verify the optimum technological conditions. Furthermore, scanning electron microscopy (SEM) was carried out to study the fracture surface morphology after the compression and tension test.

Section snippets

Materials and apparatus

PSA (Tanlon®,T500, Structure formula listed in Fig. 1) with a mean diameter of 15 μm and an average length of 3 mm was provided by Shanghai Tanlon Fiber (China) Co., Ltd. PSA is the key material for its outstanding thermostability with an onset temperature of 436 °C as shown in Fig. 2. The PSA was first washed in boiling deionized water and ultrasonically cleaned in aceton, respectively, and then rinsed in deionized water for 40 min for three times, and finally dried in a dry oven at 120 °C for

Model fitting and statistical analysis

The Design-Expert V8.0.6 software was used to process data and make multiple regression fitting. Multivariate second order equations were obtained to describe the relationship between the response values (mechanical properties) and the independent process factors, including temperature (A), time (B) and composition (C). Table 3, Table 4 present the ANOVA results for analysis of mechanical properties of SCF/PSA composites.

It was observed from Table 3 that this model is statistically significant

Conclusion

In this study, SCF/PSA composites were prepared by hot pressing technique using SCF and PSA as the raw materials. TF-SEM images show that the prepared SCF/PSA composites had clear interfacial phases, contributing to good mechanical properties. Three independent variables and the optimization of the process parameters were analyzed and identified by Response Surface Methodology and Grey Relational Analysis method. Statistical and mathematical models were present for predicting the mechanical

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