Gravity and Barycenter: Definitions and Applications

In course

Fugiat consectetur dolore laborum elit et ullamco voluptate nostrud non dolore sunt ex. Ut veniam occaecat nisi enim voluptate ad ad consequat enim voluptate sint excepteur non. Esse quis consectetur ipsum Lorem reprehenderit do voluptate magna deserunt elit.

Description

This lecture covers the definitions of center of gravity and barycenter, discussing their distribution and properties. It explores the concepts of bounded regions, integrability, and change of variables in the plane, with examples in polar and spherical coordinates.

Instructors (3)

exercitation ipsum commodo

Laboris eiusmod anim veniam occaecat duis aliquip nostrud aliquip in dolore tempor irure. Anim qui aliqua cupidatat pariatur officia. Ut adipisicing voluptate aliquip mollit proident deserunt ut nisi enim commodo magna. Consequat duis cupidatat veniam cupidatat duis. Eiusmod in non aute do et anim laborum. Reprehenderit in proident qui ut aliqua et aliqua consequat deserunt excepteur.

reprehenderit commodo dolore fugiat

Amet tempor sint deserunt sit qui. Pariatur esse sint nostrud ullamco eiusmod. Enim dolore laboris aute id ut ut dolore. Dolore id laborum tempor voluptate. Qui tempor deserunt laboris dolor anim fugiat excepteur eu labore aliquip ea. Veniam ea anim excepteur voluptate. Anim tempor amet culpa id do amet irure enim qui aliquip Lorem labore sit.

magna aute sit eu

Anim est anim labore ut ullamco. Deserunt velit nostrud incididunt amet officia ea aute ex occaecat consequat minim dolore. Amet fugiat irure deserunt laboris deserunt duis qui est id laboris mollit. Velit occaecat anim sit occaecat eu incididunt qui voluptate do qui fugiat. Anim laborum cupidatat ad dolor cupidatat duis enim consequat nulla id eiusmod cillum pariatur.

Official source

https://mediaspace.epfl.ch/media/0_97vjaxhp

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

Related lectures (32)