Solving the Wave Equation With the Method of Lines and Finite Differences - Lecture 14
ICTP-SAIFR via YouTube
Overview
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In this lecture from the ICTP-SAIFR Minicourse on Partial Differential Equations: Analytical and Numerical Tools, Professor Oscar Reula from the National University of Córdoba, Argentina, explores solving the wave equation using the method of lines and finite differences. Learn advanced mathematical techniques for tackling partial differential equations through this comprehensive presentation, which forms the 14th installment in the series. The lecture provides detailed insights into numerical approaches for wave equations, combining theoretical foundations with practical implementation strategies. Part of a broader educational program scheduled from May 5 to June 30, 2025, this nearly two-hour session delivers valuable knowledge for students and researchers working with differential equations and numerical methods.
Syllabus
Oscar Reula: Solving the Wave Equation With the Method of Lines and Finite Differences - 14
Taught by
ICTP-SAIFR