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What is Bernoulli's theorem and its applications ?
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What is Bernoulli's theorem and its applications ?
Applications of Bernoulli’s Theorem:
1) Venturi meter: It is a device that is based on Bernoulli’s theorem. This device is used to measure the rate of flow (or say flow speed) of the incompressible fluid flowing through a pipe.
2) Working of an aeroplane: The wings of an airplane (aerofoil) are so designed that its upper surface is more curved than the lower surface and the front edge is broader than the real edge. As the aircraft moves, the air moves faster above the aerofoil than at the bottom. The difference in airspeed is calculated using Bernoulli’s principle to create a pressure difference.
3) Bunsen burner: In this, the gas comes out of the nozzle with high velocity, hence the pressure in the stem decreases. So outside air reaches into the burner through an air vent and the mixture of air and gas gives a blue flame. Since, the gas enters with a large velocity and so the pressure inside the tube is lowered than the outer atmospheric pressure.
4) Other applications: This Bernoulli’s concept is mainly used in the design of carburetor of automobiles, filter pumps, atomizers, and sprayers.
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What is Bernoulli's theorem and its applications ?
Bernoulli's Theorem


Bernoulli's theorem is a principle that is used to describe the behavior of fluids. It states that as the speed of a fluid increases, the pressure within the fluid decreases. Conversely, as the speed of a fluid decreases, the pressure within the fluid increases.


Applications of Bernoulli's Theorem


Aerodynamics


One of the most common applications of Bernoulli's theorem is in the field of aerodynamics. The principle is used to explain how wings generate lift. When air flows over the curved surface of a wing, it has to travel a longer distance than the air flowing underneath the wing. This causes the air flowing over the top of the wing to move faster than the air flowing underneath. As a result, the pressure above the wing decreases, creating lift.


Hydraulics


Bernoulli's theorem is also used in the field of hydraulics to explain the movement of fluids through pipes and channels. By understanding the relationship between fluid speed and pressure, engineers can design systems that are more efficient and effective. For example, by constraining the flow of a fluid through a narrow channel, the speed of the fluid can be increased, which in turn decreases the pressure within the system.


Weather Systems


Bernoulli's theorem is also used to explain weather patterns. For example, it is used to describe how high and low-pressure systems move across the Earth. When air moves from a high-pressure system to a low-pressure system, it has to speed up, which causes the pressure within the system to decrease. This movement of air is what causes weather patterns such as winds and storms.
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What is Bernoulli's theorem and its applications ?
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