Fluids- Fanno Flow Flashcards

1
Q

When is wall friction significant?

A

For flows through long flow sections especially when the CSA is small

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2
Q

What are fanno flows?

A

Steady, one-dimensional, adiabatic flows of ideal gas with constant specific heats through a constant-area duct with significant frictional effects.

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3
Q

Formula for wall shear stress, τw

A

τw=(f/8)ρu^2

f is friction factor

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4
Q

How does stagnation pressure vary in fanno flow?

A

It decreases along the flow due to energy loss and entropy increase.

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5
Q

What does friction do to subsonic fanno flow?

A

Causes it to accelerate toward sonic velocity

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6
Q

What is maximum length for a duct?

A

Also called sonic length or critical length. Denoted by L*.

The length of the duct that causes the Ma to become exactly unity at the exit of the duct.

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7
Q

Where to find long formula for L*

A

Page 4 of notes or formula sheet.

f bar is friction factor maybe from moody diagram.

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8
Q

How to find duct length required to bring Ma from an initial value to another value not 1

A

Subtract the sonic lengths for the initial Ma and the Ma you want to get to.

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9
Q

Where to find Mach number relations for conditions along duct flow relative to its downstream sonic condition

A

Page 6 of notes or formula sheet

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10
Q

How to use relations of properties to sonic conditions formulae to determine the change in properties between any two states

A

Example is:

T2=T1(T2/T)/(T1/T)

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11
Q

What happens at the point of maximum entropy in fanno flow?

A

The Mach number Ma is 1

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12
Q

What happens to Ma, stagnation temperature, actual temperature, velocity, density in fanno flow?

A

Ma and velocity increase for subsonic but decrease for supersonic. Stagnation temperature remains constant but actual temperature decreases as velocity increases. Density also decreases as velocity increases.

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13
Q

What happens when length of duct is greater than L*?

A

Initial flow subsonic: inlet condition adjusts to give lower flow rate such that L=L*.
Initial flow supersonic: a shock wave forms such that the downstream subsonic flow returns to Ma=1 at the duct exit.

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