Comparative study of convergence and solution of algebraic and transcendental equations using zero-finding methods

Abstract

The paper is about Newton-Raphson Method which is used to solve non-square and non-linear problems. The study also aims to comparing the rate of performance, rate of convergence, root finding. It also represents a new approach calculation using non-linear terms and this will be similar to Newton Raphson simple method. An inverse Jacobian matrix will be used for the iteration process and this will be further used for distributed power load flow calculation and will also be helpful in some of the application.