Flowchart of the Newton-Raphson method. f2=f1−F(f1)F′(f1)=0.01−2.8882−539.2077=0.0154 The next three iterations are as follows: F(f2)=10.0154+2log(10−43.7+2.511050.0154)=0.7915 Sign in to download full-size image Fig. E1.4b. Calculations of the Newton-Raphson method in ...
These are programs coded in MATLAB for Root finding, methods used are False Position Method, Bisection and Newton Raphson Method - Syed-Shahir/Root-Finding-Algorithms
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 ...