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hf = (4fL/D) * (V^2 / 2g) = ΔP / (ρg)

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@chemicalengineeringA 0 seconds ago Here is a small correction: 𝑓 is not the fanning friction factor , it is actually Darcy friction factor (𝑓d) , fd = 4f , then equation become 4f(L/D)*(V^2/2g)

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You are correct that the square root function (𝑥 ) is undefined for negative 𝑥 in the real domain. I did mistake in my code , the domain should be restricted to 𝑥 ≥ 0 before computing the square root.

​@@chemicalengineeringADid you generate this response with AI?

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basics of the basics:)

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Grade 11 calculus

@@chemicalengineeringA thanks!

That's a wide range of topics! I'm sure you'll find some helpful resources online!

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@chemicalengineeringA but boss distilation coulmn me petrol kaysa bante hai, refinary mei!

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Yes, Green's Theorem is often included in M.Tech syllabuses for engineering mathematics courses.

Since a constant flow rate is maintained and the velocity 𝑉 is constant along the pipe, the kinetic head term cancels out on both sides. In this problem, since the diameter of the pipe is given as constant (0.2 m), we can safely assume that the velocity, V is also constant throughout the length of the pipe. I hope you understand.

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An infinite solution means there are countless solutions to an equation or system, usually because the equations are dependent and overlap entirely. However, "emitee" is unclear in this context.

@@chemicalengineeringA countless solution evvaru?

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Za is zero because the height of point A from the datum line is zero.

@@chemicalengineeringA thank you sir

A Textbook Of Fluid Mechanics And Hydraulic Machines, 6/E by RK Rajput

The question seems to ask if the mass remains constant while the car is in motion over the 24 meters. According to Newton’s laws of motion, the mass of the car would indeed remain the same unless influenced by some external factor (which isn't mentioned in this context). The distance traveled (24 meters) is related to the car's velocity and the forces acting on it, but the mass itself does not change under normal conditions.

The SI base unit for electric current is the ampere, represented by the symbol A

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The ideal gas law provides a good approximation for these gases at low pressures and moderate temperatures.

Water is pumped from the lower tank to the upper tank because the pump provides the necessary energy to overcome the height difference. The pump increases the pressure and velocity of the water, allowing it to move upward regardless of the lower tank's height. The system doesn't rely on the lower tank being taller-it's the pump's work that lifts the water. Bernoulli’s equation helps calculate the required power, but it's the pump that supplies the energy to move water from a lower to a higher elevation.

The machine you're referring to is an air compressor, such as a reciprocating compressor, which operates under a polytropic process.

An industrial air compressor is used to compress air from a low-pressure environment to a higher pressure. The compressor performs the compression in a polytropic process

Understanding and predicting gas behavior can indeed be quite a challenge, especially when it comes to applications like gas compressors. It requires a deep grasp of thermodynamics, fluid dynamics, and material properties to ensure efficiency and reliability.

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