Diffusion on an Infinite Domain: Green's Approach

This lecture covers the topic of diffusion on an infinite domain using Green's method. It explains the process of finding particular solutions that satisfy non-homogeneous boundary conditions and the subsequent solution of the remaining equations with homogeneous boundary conditions. The lecture emphasizes the importance of finding steady-state solutions and the conservation of material. It also delves into the concept of similarity solutions and the application of dimensional analysis in solving partial differential equations with boundary conditions.