This course covers numerical methods for solving partial differential equations, including finite difference and finite element methods. Applications to physics and engineering are emphasized.
PDEs are used to describe a wide range of physical phenomena, from the motion of fluids to the behavior of quantum systems. This article provides an overview of the mathematical techniques used to solve PDEs in physics.
This tutorial covers the use of Python libraries such as SciPy and NumPy to solve partial differential equations. Examples include the heat equation and the wave equation.
This book provides a comprehensive introduction to analytical methods for solving partial differential equations, including separation of variables and integral transform methods.
This video lecture series provides an introduction to partial differential equations in physics, covering topics such as the wave equation and the diffusion equation.
This course covers the finite element method for solving partial differential equations, with applications to solid mechanics, fluid dynamics, and heat transfer.
This journal publishes original research articles on partial differential equations and their applications to mathematical physics, including quantum mechanics and relativity.
This handbook provides a comprehensive reference for mathematical functions and techniques used to solve partial differential equations, including special functions and asymptotic expansions.