Module 2 - Compressible Airflow Flashcards

1
Q

According to the energy equation, what is the relationship between the temperature and the speed of the airflow?

A

Temperature increases as the speed of the flow decreases

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2
Q

What is the stagnation temperature? What is its relationship with the speed of sound and speed?

A

It is the temperature when;
v=0
a=max

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3
Q

What is the critical point? What are the characteristics of M, a, T and v?

A
  • It is the point where v=a.
  • Airflow speed is equal to the speed of sound
  • At this point M=1
  • Critical temperature is the temperature at this point
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4
Q

How can the critical speed of sound be determined?

A

By using the formula for calculating the speed of sound and using the critical temperature

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5
Q

What is the Speed coefficient M*?

A

It is the ratio speed of the airflow to the critical speed of sound

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6
Q

What does M* indicate? What is the relationship between M, M* and a? (if a= M=1)

A

If the airflow is subsonic or supersonic

M < M* < 1 < M* < M
M* is always closer to M=1 than the actual M at that point

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7
Q

When the change in area of the flow path is negative in a subsonic flow what will happen to pressure and velocity?
What is this situation called?

A

Change of speed will be positive
Change of pressure will be negative

Called a converging nozzle

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8
Q

When the change of area of the flow path is positive in a subsonic flow, what will happen to pressure and velocity? What is this situation called?

A

Change of speed will be negative
Change of pressure will be positive

Called a diffuser

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9
Q

When the change of area of the flow path is negative in a supersonic flow, what will happen to pressure and velocity? What is this situation called?

A

Change of speed will be negative
Change of pressure will be positive

Called a diffuser

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10
Q

When the change of area of the flow path is negative for a supersonic flow, what will happen to pressure and velocity? What is this situation called?

A

Change of speed will be positive
Change of pressure will be negative

Called a diverging nozzle

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11
Q

In a converging diverging nozzle what occurs at the location where change in area is 0?
How does the outlet speed change as the inlet speed increases?

A
  • This is the minimum area, called the throat.
  • The critical air properties will be present
  • M=1, a(c), T(c), ρ(c), p(c)

If the inflow air was subsonic the outflow air will be supersonic
If the inflow air was supersonic, the outflow air will be subsonic

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12
Q

What is a shockwave?

A

An accumulation of pressure waves that form a front, called a shockwave

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13
Q

What are the dimensions and air property chanegs that occurs across a shockwave? What about v and M?

A

Shock is about 1mm thick (very thin)

  • Pressure, temperature and density all increase behind a shockwave
  • Mach will be supersonic before the normal shock and subsonic after the normal shock
  • Velocity of the airflow will reduce behind the shockwave
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14
Q

How is a shockwave formed?

A
  • When airflow is supersonicthe particels travel faster than the speed of sound
  • If there is a compression disturbance the disturbance will propogate at the speed of sound
  • Since the source of the compression disturbance is fastert than the disturbance itself.
  • Since the ‘change’ can never catch up to the source the air porpeerties are not uniform and not continious through the field of fluid flow
  • The wave fronts from the source all build up and accumulate to formt a front called a shockwave
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15
Q

What energy principal applies to airflow across a shockwave?

A

The shockwave is an irreversable adiabatic process, there is no heat transfer

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16
Q

What is the relationship between M1 and M2 if M1 is the mach number before shockwave and M2 is fhe mach mumber after a shockwave?

A

M1 x M2 = 1

The higher the incoming machnumber, the lower the mach number is after the shockwave

17
Q

How does stagnation temperature and pressure before and after a shockwave change? How

A

Stagnation Temperature remains the same

Stagnation pressure decreases slightly

18
Q

How can you determine if a shockwave will form inside/outside/not form in a con-div nozzle?

A

If P1 is known, P2 can be determined
If Pb is not the same as the expected value a shockwave will be formed
If Pb < P2, the shockwave will be behind the nozzle in the flow path
If Pb > P2, the shockwave will be inside the nozzle
If Pb = P2 or Pc, no shockwave will be formed