NONLINEAR equationsALGORITHMSNUMERICAL analysisWe analyze and demonstrate two iterative numerical algorithms for finding zeros of nonlinear equations of a single diode photovoltaic cell using different values of load resistance R. Per iterations, the new proposed method need five evaluations of th...
CONCERNING A NEW ITERATIVE METHOD TO SOLVE NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS Annals (Constana Maritime University)DUMITRU, DELEANU
Combining the Adomian decomposition method and two-point G-N iterative formula,using Newton′s iterative formula as the first iterative step so that we can get another improved three-step iterative scheme to solve nonlinear equation(1). Theorem 2Assume F:D⊂ℝn→ℝnis third-order differentia...
Bahzadi .Sh .S ;The use of Iterative methods to solve two dimensional nonlinear Volterra-Fredholm integro - differential equations .ISPACS , vol.(2012), 20pagesS. B. Shadan, The use of iterative method to solve two-dimensional nonlinear Volterra-Fredholm integro- differential equations, Journal ...
Linear and nonlinear systems of equations are the basis for many, if not most, of the models of phenomena in science and engineering, and their efficient numerical solution is critical to progress in these areas. This is the first book to be published on nonlinear equations since the mid-1980...
Then, after a brief introduction to nonlinear systems, Newton's method and some of its variants are covered, followed by a chapter on inexact Newton methods and, especially, on the Newton-GMRES implementation. As an introduction to quasi-Newton methods, a nice discussion of Broyden's method ...
In this paper, an iterative method of statistic linearization (IMSL) is presented to solve non-linear stochastic vibration equations. This method represents an improvement over the classical linearization method. The method uses the solution of the corresponding linear vibration equation as an initial ...
Since the internal nodal forces t+Δt{F} depend on nodal displacements at time t+Δt, t+Δt{U}, an iterative method must be used. The following equations represent the basic outline of an iterative scheme to solve the equilibrium equations at a certain time step, t+Δt, ...
Since the internal nodal forces t+Δt{F} depend on nodal displacements at time t+Δt, t+Δt{U}, an iterative method must be used. The following equations represent the basic outline of an iterative scheme to solve the equilibrium equations at a certain time step, t+Δt, ...
An N-step iterative method in the theory of the branching of solutions of nonlinear equations 来自 Springer 喜欢 0 阅读量: 17 作者: N. A. Sidorov 摘要: ann-step iteration method in branching theory for solutions to nonlinear equations