This method is based on the Newton-Raphson general algorithm for the solution of a set of simultaneous non-linear equations. F(X) = 0, where F is a vector of functions f1 to fn in variables x1, to xn. At each iteration of this method, the non-linear problem is approximated by a li...
Therefore, the main challenge is to find an efficient method to significantly reduce the resolution time without compromising solution accuracy [6]. In contingency analysis, the power flow method used to perform the contingency analysis has a direct impact on the solution time. The Newton–Raphson ...