“…However, despite the numerous advantages, such as the guarantee of identifiability of parameters, a rigorous identification procedure that covers a wide range of operational conditions, and the ability to validate the performance during transients, especially over unstable phases, this method exhibited several disadvantages. The most important being: the supposition of linearity using independent and dependent variables, the sensitivity to noise, and the presence of outliers and overfitting [14]. As the optimal parameter identification has shown better results [13,29], in the following section, a well-known parameter optimization method is presented [14,30]; however, further on, the alternative presented in the literature, a new parameter optimization method is proposed, aiming to increase considerably the performance in comparison with traditional methods.…”