Taguchi’s framework for the design of experiments (DOE)—more specifically, the orthogonal array L4 (23)—was used to optimize the extraction process of Co(II) statistically. A series of experiments involving the liquid–liquid extraction of cobalt by the ionic liquid extractant Aliquat 336 in a hydrochloric acidic medium were conducted. One experimental parameter was optimized per experiment. The cobalt was extracted (efficiency: 62%) and pre-concentrated (efficiency: 41%) from the loaded organic phase in deionized water (the stripping solution). Application of the McCabe–Thiele method indicated that six theoretical stages were needed to recover 98% of the cobalt. Process optimization was then performed via statistical analysis of the experimental data. Analyses of variance and of means showed that uncontrollable factors (noise) were completely absent from the process, and that only the main effects of the controllable factors A, B, and C—with no factor interactions—contributed to the optimal extraction of the cobalt, which was achieved when A, B, and C were at levels 2, 2, and 1, respectively. In this scenario, the signal-to-noise ratios for A, B, and C were 32, 29, and 26, respectively. Factor A was found to exert the strongest influence on the Co(II) extraction efficiency (50% of the combined influence of the three factors), followed by factors B (28%) and C (22%). Taguchi’s method is a widely accepted approach to DOE, and the application of this approach in this work shows that high-quality products can be produced using ecological green solvents, thus reducing the impact of cobalt production on the environment and ecosystems, which is important given that the cobalt mining industry is expanding globally.
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