Introduction to PDEs in Physics using Finite Difference – Training Services

Introduction to PDEs in Physics using Finite Difference – Training Services provides foundational training on solving partial differential equations (PDEs) commonly encountered in physics using the finite difference method. The course covers discretization techniques, stability and convergence analysis, and numerical implementation of PDEs such as heat, wave, and diffusion equations. Participants will use Python and MATLAB to develop finite difference solvers, apply boundary and initial conditions, and visualize the evolution of physical systems. Emphasis is placed on accuracy, computational efficiency, and understanding numerical artifacts. Case studies highlight applications in thermal conduction, wave propagation, and fluid dynamics. Hands-on sessions provide practical experience in coding, testing, and analyzing finite difference solutions. By the end, participants will be proficient in applying finite difference methods to simulate and study PDEs in physics.