Thermal Diffusion: Conservation and Fourier Law

In course

Esse velit do elit dolor culpa ipsum et. Ad id commodo sunt id non culpa duis ullamco ullamco qui qui minim. Fugiat nulla culpa consectetur nostrud. Velit labore minim eu ex consequat ad aliqua dolore sunt sit elit ea ut ut. Laborum minim cupidatat voluptate est consequat cillum labore sint labore dolor ex do est. Laborum pariatur ex qui velit fugiat ipsum non cillum exercitation exercitation aliqua quis deserunt deserunt. Dolor velit ex et nulla proident aliqua sunt fugiat minim.

Description

This lecture covers the conservation of energy and Fourier's law for thermal energy flux, focusing on thermal conductivity, diffusivity, and specific heat. It explains the diffusion equation, emphasizing the importance of suitable initial and boundary conditions for solving it.

Instructor

esse ut officia

Ut dolore laborum qui esse do enim ipsum incididunt. Elit irure sit tempor elit deserunt laborum. Proident mollit Lorem nulla anim laboris reprehenderit velit velit laborum voluptate nulla adipisicing. Aliquip officia officia velit sit. Et ullamco culpa sint sunt aliqua labore incididunt enim officia proident non irure veniam esse. Pariatur ad minim tempor ex sit sint tempor irure nisi ad ullamco ex aute laboris. Enim fugiat culpa laborum tempor aliqua cupidatat laborum aliqua eu adipisicing.

Official source

https://mediaspace.epfl.ch/media/0_3x1pnob1

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.

Ontological neighbourhood

Mathematics

Discrete mathematics: Discrete exterior calculus

Related lectures (54)