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Figure 2. ANN structure of stator power controller and its progression (a) active power and (b) reactive power  a a a, a  In our case, the training process used is that of the Levenberge-Marquardt algorithm, in order to determine the optimal synaptic weights. It’s an excellent optimization method due to its quick convergence properties and robustness. the structure of the ANN controller designed to replace the switching section of the SM regulator, for controlling the stator active power, consists of one linear input, 17 nodes in the hidden layer and, one neuron in the output layer as depicted in Figure 2(a), besides that, the stator reactive power loop controlled by an ANN controller with one linear input, 8 nodes in the hidden layer, and one neuron in the output layer showing in Figure 2(b), the curve of training, test and validation of the controller ANN of stator active power and stator reactive power are depicted in Figure 3(a) and Figure 3(b) respectively.

Figure 2 ANN structure of stator power controller and its progression (a) active power and (b) reactive power a a a, a In our case, the training process used is that of the Levenberge-Marquardt algorithm, in order to determine the optimal synaptic weights. It’s an excellent optimization method due to its quick convergence properties and robustness. the structure of the ANN controller designed to replace the switching section of the SM regulator, for controlling the stator active power, consists of one linear input, 17 nodes in the hidden layer and, one neuron in the output layer as depicted in Figure 2(a), besides that, the stator reactive power loop controlled by an ANN controller with one linear input, 8 nodes in the hidden layer, and one neuron in the output layer showing in Figure 2(b), the curve of training, test and validation of the controller ANN of stator active power and stator reactive power are depicted in Figure 3(a) and Figure 3(b) respectively.