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energy equation in fluid flow | sample problem w/ pump | fluid flow | Fluid Mechanics Lesson 12
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Fluid Mechanics studies the response of fluids on forces exerted on them.
Video description:
This video shows a simplified derivation of the energy equation for fluid flow. It also shows the difference between the energy equation and Bernoulli Equation.
A sample problem is also solved:
A pipe 50 cm in diameter carries water at a rate of 0.5 m3/s. A pump in the pipe is used to move the water from an elevation of 30 m to 40 m. The pressure at section 1 is 70 kPa gage and the pressure at section 2 is 350 kPa gage. What power in kilowatts and in horsepower must be supplied to the flow by the pump? Assume hL = 3 m of water and α1 = α2 = 1.
Links to other parts of this lesson:
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Hydraulics playlist:
Mechanics of deformable bodies playlist:
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Integral Calculus playlist:
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Fluid Mechanics studies the response of fluids on forces exerted on them.
Video description:
This video shows a simplified derivation of the energy equation for fluid flow. It also shows the difference between the energy equation and Bernoulli Equation.
A sample problem is also solved:
A pipe 50 cm in diameter carries water at a rate of 0.5 m3/s. A pump in the pipe is used to move the water from an elevation of 30 m to 40 m. The pressure at section 1 is 70 kPa gage and the pressure at section 2 is 350 kPa gage. What power in kilowatts and in horsepower must be supplied to the flow by the pump? Assume hL = 3 m of water and α1 = α2 = 1.
Links to other parts of this lesson:
Subscribe to get the most of this channel.
Hydraulics playlist:
Mechanics of deformable bodies playlist:
Hydrology playlist:
Integral Calculus playlist:
QGIS playlist:
Comment, suggest, request, like, share and enjoy! 🤙
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