The aim of the present work is to introduce an effective numerical method for solving two-
point nonlinear boundary value problems. The proposed iterative scheme, called the …

In this study, an accurate method is developed for solving both initial and boundary value
problems of the Bratu-type equations arising in various physical and chemical phenomena …

In this paper, an efficient computational discretization approach is investigated for nonlinear
fourth-order boundary value problems using beam theory. We specifically deal with …

In this paper, a fully discretization approach is established for accurate and efficient solution
of nonlinear time-dependent Phi-four equations arising in particle physics and quantum …

While the kinematic and dynamic modeling of mechanical systems is well developed, the
numerical solution of the governing equations of many of these models is still a large field …

در حالی که مدل‌سازی سینماتیکی و دینامیکی سیستم‌های مکانیکی به خوبی توسعه یافته، لکن
حل عددی معادلات حاکم بر بسیاری از این مدل‌ها هنوز یک زمینه بزرگ در حال بررسی است. از آنجایی …‎