Dimensionless Drag Coefficient Quiz

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15 Questions

What does the symbol CD represent in the equation provided?

Dimensionless drag coefficient for the particle

In the context of the equation, what does 'p' most likely refer to?

Particle size

What factor determines the terminal falling velocity of a particle in fluid flow through packed columns?

Drag coefficient

How does an increase in the drag coefficient affect the movement of particles in a packed column?

Slows down the particles

What role does gravity (g) play in the equation provided?

Determines the terminal velocity of particles

What is the formula for the drag force, F3, in the context of fluid flow through packed columns?

F3 = τ' Sp F1up

What does Sp represent in the formula for drag force, F3?

Projected area of the particle perpendicular to flow direction

What does CD represent in the formula for drag coefficient, ρCD = 2τ' / ρu²p?

Dimensionless drag coefficient

How is the dimensionless drag coefficient, CD, calculated in the context of fluid flow through packed columns?

CD = τ' / ρu²p

Which term describes the projected area of the particle perpendicular to the flow direction in the context of fluid flow through packed columns?

Projected area

What does the dimensionless drag coefficient depend on in fluid flow through packed columns?

Reynolds number and particle size

In the context of absorption columns, what does the drag coefficient represent?

The resistance to the motion of particles

For a particle falling through a fluid in a packed column, what does the terminal falling velocity depend on?

Density and viscosity of fluid

What parameter is used to determine the flow behavior in packed columns under different conditions?

Reynolds number

In the context of fluid dynamics, why is knowing the drag coefficient important for engineers working with packed columns?

To calculate the force exerted by the fluid on solid surfaces

Test your knowledge on the dimensionless drag coefficient and its relationship with the Reynolds number in fluid dynamics. Understand how density and viscosity of a fluid influence drag.

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