Based on this method, the accelerated Newton鈥揜aphson (ANR) power flow algorithm is proposed. In the proposed algorithm, a constant Jacobian matrix in the correction equations is employed to reduce the computation burden, while the power mismatch vector is multiplied by a factor to guarantee ...
Algorithm 1 Two-step Caputo-Fractional Newton–Raphson Method (TSFNRM1). For an initial approximation x 0 sufficiently close to x ¯ , find x k + 1 by the following Caputo-type two-step scheme: y k = x k − Γ ( α + 1 ) f ( x k ) D x ¯ α C f ( x k ) , (...
Now, the following result demonstrates the convergence analysis of Algorithm 1. Algorithm 1 Two-step Caputo-Fractional Newton–Raphson Method (TSFNRM1). For an initial approximation 𝑥0 sufficiently close to 𝑥̲, find 𝑥𝑘+1 by the following Caputo-type two-step scheme: 𝑦𝑘=𝑥...
Inkollu and Kota [28] compared the Newton-Raphson classical method with two metaheuristic methods, particle swarm optimization (PSO) and gravitational search algorithm (GSA) and concluded that PSO and GSA performed better than the Newton–Raphson method in determining optimal settings of UPFC and IP...
Inkollu and Kota [28] compared the Newton-Raphson classical method with two metaheuristic methods, particle swarm optimization (PSO) and gravitational search algorithm (GSA) and concluded that PSO and GSA performed better than the Newton–Raphson method in determining optimal settings of UPFC and IP...