Fourier Equation in 2D

In course

Consequat enim commodo enim adipisicing. Nostrud aliqua ut eu nostrud amet proident excepteur cupidatat in aliqua do. Anim ut laborum nulla anim enim id commodo. Ad esse aliquip in nostrud excepteur excepteur proident ex consectetur ipsum sint nulla. Proident ut dolore mollit laborum anim nisi occaecat nulla. Mollit nulla laboris do id reprehenderit aliquip exercitation tempor pariatur. Fugiat adipisicing sint commodo excepteur Lorem reprehenderit ipsum.

Description

This lecture covers the Fourier equation in 2D for heat conduction, focusing on semi-infinite walls and stationary cases without heat production. It explains how temperature is distributed in various scenarios, such as solar cells, airplanes, and heat transfer mechanisms. The separation of variables method is used to solve the equation, with examples and practical applications provided.

Login to watch the video

Instructor

id anim proident pariatur

Minim sunt anim aliqua consequat adipisicing irure cupidatat adipisicing eiusmod voluptate voluptate mollit laborum. Ipsum esse amet veniam consectetur fugiat. Deserunt adipisicing dolor eiusmod veniam Lorem cillum anim et eiusmod et ad. Ad nulla irure occaecat duis dolor aliqua incididunt aliqua reprehenderit. Sint eu culpa amet nulla irure consectetur in dolore in qui sunt officia ullamco. Dolore quis labore culpa anim.

Official source

About this result

This page is automatically generated and may contain information that is not correct, complete, up-to-date, or relevant to your search query. The same applies to every other page on this website. Please make sure to verify the information with EPFL's official sources.

Graph Chatbot

Chat with Graph Search