Learn how Bernoulli's equation describes the conservation of mechanical energy in ideal fluid flow. Explore consequences of Bernoulli's equation, including Torricelli's theorem.

Bernoulli's equation is an equation from fluid mechanics that describes the relationship between pressure, velocity, and height in an ideal, incompressible fluid.

Bernoulli's equation explains fluid flow dynamics, relating pressure, velocity, and height in a streamlined flow.

This is the second of two videos where Sal derives Bernoulli's equation. In the second half of the video Sal also begins an example problem where liquid exits a hole in a container.

Oups. Il y a eu un problème. S'il vous plaît, veuillez reessayer. Oups, on dirait qu'il y a eu une erreur ! Vous devez actualiser. Si le problème persiste, dites-nous.

Oups. Il y a eu un problème. S'il vous plaît, veuillez reessayer. Oups, on dirait qu'il y a eu une erreur ! Vous devez actualiser. Si le problème persiste, dites-nous.

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Ups. Algo salió mal. Por favor inténtalo otra vez. Oh no, parece que encontramos un error. Necesitas actualiza. Si este problema persiste, avísanos.

Derivación de la ecuación de Bernoulli parte 1 Derivación de la ecuación de Bernoulli parte 2 Encontrar la rapidez del fluido que sale por un agujero Más acerca de encontrar encontrar la …

This video breaks down Bernoulli's equation, revealing the surprising principle that faster fluid equals lower pressure. It also introduces the Pitot tube, a practical tool for measuring fluid …