Answer: Bernoulli's Equation: How Does It Create High/Low Pressure?

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Bernoulli's principle explains that in a fluid flow, areas of high velocity correspond to low pressure due to the conservation of energy. The total pressure remains constant along a streamline, meaning that as velocity increases, static pressure decreases. This relationship can be expressed mathematically, linking pressure, force, and energy. The discussion emphasizes that the changes in pressure are a direct result of energy conservation in fluid dynamics. Understanding this principle is crucial for applications in various fields, including engineering and aerodynamics.
skaboy607
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Hi,

Hopefully a very simple question for someone that knows; We know from Bernoulli's principle that an area of high velocity creates an area of low pressure and vice versa. My question is how is this created?

Thanks
 
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It is a manifestation of conservation of energy. And to be more accurate and descriptive, Bernoulli's principle states that the total pressure (ie, the energy) is constant along a streamline. So when you have an area of higher velocity, you get a higher velocity pressure - and by conservation of energy, the static pressure must be lower.
 
russ_watters said:
… pressure (ie, the energy) …

Just to enlarge on that:

pressure = force/area,

so pressure/density = force times distance/mass = work done/mass = energy gained/mass :wink:
 
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