This project demonstrates how to use the Newton-Raphson numerical method to solve the equation sin(x) = 0, thereby calculating an approximate value of π. The Newton-Raphson method is an efficient ...

This Fortran program implements the Newton-Raphson method, a powerful technique for finding successively better approximations to the roots (or zeroes) of a real-valued function. Initialization: The ...

方程式を数値的に解くための代表的な手法として「二分法（bisection）」 と 「ニュートン・ラフソン法（Newton-Raphson）」があります。今回はこの2つの手法を使って平方根を求める方程式を解きます。 平方根を求める方程式 ある数$${a>0}$$の平方根を求めるに ...

Abstract: In order to overcome the divergence of the Newton-Raphson iteration in the nonlinear magnetic field analysis, a relaxation factor is introduced and its optimum value is examined. It is shown ...

Abstract: The Newton-Raphson method is usually adopted for the solution of nonlinear circuit equations. However, it is well known that convergence of Newton's scheme is highly dependent on the initial ...

離れたところに飛んでくるテニスボールに対して、 プレイヤーは先ず大股で駆け寄ります。ボールの落下点が近くなったら次第にステップを小刻みに、 いよいよと言うところではすり足、 そして最後の一歩を大きく踏み出してインパクト。 かつてソフト ...

Tensegrity structures are geometric nonlinear systems and statically and kinematically indeterminate structures that require an initial shape-finding procedure to establish a self-equilibrium state.