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Hydraulic jump depends upon
- a)Temperature
- b)Pressure
- c)Initial fluid speed
- d)Volumetric changes
Correct answer is option 'C'. Can you explain this answer?
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Hydraulic jump depends upona)Temperatureb)Pressurec)Initial fluid spee...
Hydraulic pump is a phenomenon in science that deals with hydraulics. It is observed in an open channel flow. It depends on the initial speed of the fluid. Thus, option Initial fluid speed is the correct answer.
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Hydraulic jump depends upona)Temperatureb)Pressurec)Initial fluid spee...
Hydraulic Jump Explanation:
The hydraulic jump phenomenon primarily depends on the initial fluid speed. Let's break down the explanation further:
Initial Fluid Speed:
- The hydraulic jump occurs when a high-velocity flow of water abruptly encounters a lower-velocity flow.
- The high speed of the initial flow causes it to have a higher kinetic energy compared to the lower-velocity flow.
- When these two flows meet, the high kinetic energy of the faster flow is converted into turbulence, resulting in a sudden decrease in velocity and an increase in water depth.
In summary, the hydraulic jump is primarily a result of the interaction between flows of different velocities, with the higher initial fluid speed playing a crucial role in its formation.
The hydraulic jump phenomenon primarily depends on the initial fluid speed. Let's break down the explanation further:
Initial Fluid Speed:
- The hydraulic jump occurs when a high-velocity flow of water abruptly encounters a lower-velocity flow.
- The high speed of the initial flow causes it to have a higher kinetic energy compared to the lower-velocity flow.
- When these two flows meet, the high kinetic energy of the faster flow is converted into turbulence, resulting in a sudden decrease in velocity and an increase in water depth.
In summary, the hydraulic jump is primarily a result of the interaction between flows of different velocities, with the higher initial fluid speed playing a crucial role in its formation.
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Hydraulic jump depends upona)Temperatureb)Pressurec)Initial fluid speedd)Volumetric changesCorrect answer is option 'C'. Can you explain this answer?
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