Optimizing the synthesis of cobalt aluminate pigment using fractional factorial design
Introduction
CoAl2O4 has a spinel cubic structure and exhibits an intense blue color, characteristic of cobalt aluminate, which is a consequence of this type of structure and the existence of a tetrahedral site for the metal ion that removes the restriction of the Laporte selection rule present in the octahedral symmetries. The thermal and chemical stability is due to the location of the Co2+ ion in a compact packaging arrangement of oxide ions as investigated by Meseguer et al. [1] and Akdemir et al. [2]. Currently, cobalt aluminate (CoAl2O4) has received attention for use in different applications due to its colorimetric properties, being widely used for coloring plastics, inks, fibers, paper, rubber, phosphorus, glass, cement, enamel, ceramic and porcelain bodies, as well as for TV tubes and as contrast reinforcement for luminescent pigments, according to Kakihana [3], Cho et al. [4], Kock and Waal [5]. Various chemical methods have been used to synthesize inorganic pigments, such as the conventional ceramic method as reported by Costa et al. [6] and Gargori et al. [7], combustion synthesis, co-precipitation as demonstrated by Mimani, Ghosh [8] and Gunawidjaja et al. [9], sol-gel method as found that Kakihana et al. [3] and Yang et al. [10], polymeric precursor as reported by Gaudon et al. [11] and hydrothermal method as noticed by Lu et al.[12] and Kim et al. [13].
CoAl2O4 is typically synthesized using inorganic precursors (primarily nitrate), followed by calcination at high temperature to obtain the spinel structure. A synthesis route frequently investigated in the literature for obtaining CoAl2O4 at low temperatures is the Complex Polymerization Method (CPM) as reported by Gaudon et al. [11], Lu et al.[12], Gong et al. [14], Chu et al. [15] and Onfroy et al. [16].
The Complex Polymerization Method (CPM) is based on the Pechini method and offers the possibility of preparing complexes of good homogeneity at molecular scale and a good stoichiometric control. The temperatures required for the CPM are lower than those in conventional methods, as in the reactions between materials in the solid state or decompositions as presented by Gaudon et al. [10]. Many variables can influence the synthesis of oxides via the CPM as investigated by Ozbay et al. [17], Gunawidjaja et al. [9] and Jacroux et al. [18].
The most important statistical activity is not data analysis but rather the planning of experiments in which these data can be obtained. The essence of good planning is to design an experiment able to provide exactly the type of information important for the improvement of the process for obtaining the desired material as reported by Montgomery [19].
Fractional factorial design is a reliable method to simplify the process of identifying the most influential preparation variable. This approach reduces the number of experiments required to identify the process of variables in a statistically significant manner as demonstrated by Mason [20] and Nejad et al. [21].
Fractional factorial design was used to optimize the synthesis process of cobalt aluminate (CoAl2O4) at operating conditions to determine a means to save time, thus reducing the number of experiments analyzing the input variables that would influence the process as noticed by Kavanloui et al. [22].
This study used a factorial planning of variables of the process of obtaining resin at different citric acid concentrations and pyrolysis times along with the process of obtaining pigments at different temperatures, times, and calcination heating rates, totaling five input variables (k=5) for the synthesis process for obtaining the ceramic pigment as discussed by Lu et al. [12], Llusar et al. [23] and Beal et al. [24].
Section snippets
Experimental procedure
Determining the parameter of greater statistical significance in the preparation of the precursor resins of cobalt aluminate (CoAl2O4) using the Complex Polymerization Method (CPM) derivative from the Pechini method was performed in two steps. The study explored the five main processing parameters in the method. Subsequently, based on this result, further analysis was designed using the fractional factorial design. This analysis corresponded to peaks of higher absorbance intensity in cobalt
Results and discussion
Preliminarily, the identification of the significant factors was performed by a 2(5-2) fractional factorial design with three replications at the center point, with preliminary UV–vis spectroscopy results corresponding to peaks of higher absorbance intensity in cobalt aluminate powder as the response surface as investigated by Kavanloui et al. [22] and Hesse et al. [30].
The experimental results presented in Table 2 were analyzed using the STATISTICA software and analysis of variance (ANOVA),
Conclusion
The Complex Polymerization Method is an efficient means for the single-phase synthesis of cobalt aluminate. The 2(5-2) fractional factorial design composed of eight factorial points plus three central points proved the statistical interactions between input variables and the response surface. The Pareto chart indicated that the interactions of greater significance for the formation of response surfaces are pyrolysis time (h) and temperature (°C), with a negative value of –10.71, which indicated
Acknowledgments
The authors thank the financial support of the Brazilian research financing institutions: CNPq and CAPES.
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