Velocity at a reservoir (Bernoulli's equation)

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SUMMARY

The discussion centers on the application of Bernoulli's equation in fluid dynamics, specifically regarding the velocity at a reservoir. It is established that the velocity at a large reservoir is considered negligible due to its vast volume, which allows for a uniform pressure distribution. The continuity principle reinforces this concept by indicating that as fluid enters a larger area, its velocity decreases significantly. Understanding these principles is crucial for solving related fluid dynamics problems.

PREREQUISITES
  • Bernoulli's equation
  • Continuity principle in fluid dynamics
  • Basic concepts of fluid mechanics
  • Understanding of pressure distribution in fluids
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  • Study the implications of Bernoulli's equation in various fluid flow scenarios
  • Explore the continuity principle and its applications in engineering
  • Investigate pressure distribution in different fluid systems
  • Learn about large reservoir dynamics and their impact on flow velocity
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This discussion is beneficial for students and professionals in engineering, particularly those specializing in fluid dynamics, as well as anyone involved in hydraulic system design and analysis.

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Velocity at a reservoir
Hi there,

I am solving a problem which requires me to use Bernoulli's equation and I have across a hint that says that "velocity at the reservoir is negligible because the reservoir is large" and I do not understand what that means exactly. How is velocity at a reservoir negligible?
 
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Nevermind, i had forgotten about the continuity principle.
 
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