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Compressible Flow Fundamentals Questions and Answers

61.

Consider the following statements about the speed of sound in a perfect gas:

1. It is proportional to the square root of the absolute temperature.

2. It is independent of the pressure at a fixed temperature.

3. It increases with altitude throughout the troposphere.

Which of the statements given above is or are correct?

Answer: A

The first two follow directly from the expression for the speed of sound and the equation of state. The third is the wrong way round: temperature falls with altitude in the troposphere, so the speed of sound falls with it, from about 340 m/s at sea level to about 295 m/s at the tropopause.

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62.

Consider the following statements about a choked converging nozzle:

1. The mass flow rate is fixed by the stagnation conditions and the throat area.

2. Lowering the back pressure further does not change the mass flow.

3. Raising the stagnation pressure does not change the mass flow.

Which of the statements given above is or are correct?

Answer: B

The first two are correct and are the defining features of choking. The third is false: raising the stagnation pressure raises the density at the throat and so raises the mass flow in proportion. It is the only lever left once the nozzle is choked.

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63.

Consider the following statements about the flow regimes:

1. Transonic flow contains both subsonic and supersonic regions in the same field.

2. Hypersonic flow is conventionally taken to begin above about Mach five.

3. Supersonic flow is conventionally taken to begin above about Mach 0.3.

Which of the statements given above is or are correct?

Answer: C

The first two are the standard definitions. The third confuses two different thresholds: Mach 0.3 is where compressibility begins to matter, whereas supersonic flow begins at Mach one by definition, since that is where the flow speed equals the local speed of sound.

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64.

Consider the following statements about stagnation properties:

1. Stagnation temperature is conserved in any adiabatic flow without work.

2. Stagnation pressure is conserved only in isentropic flow.

3. Stagnation temperature falls across a normal shock.

Which of the statements given above is or are correct?

Answer: D

The first two state the distinction exactly. The third contradicts the first: a shock is adiabatic, so the stagnation temperature comes through it unchanged. Only the stagnation pressure is lost, and the size of that loss is what makes shock strength matter in intake design.

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65.

Consider the following statements about the Mach cone in supersonic flow:

1. Its half-angle is the inverse sine of the reciprocal of the Mach number.

2. It becomes more slender as the Mach number increases.

3. It exists in subsonic flow with a half-angle greater than 90 degrees.

Which of the statements given above is or are correct?

Answer: A

The first two are correct and describe how the cone narrows at higher speeds. The third is meaningless: below Mach one the reciprocal of the Mach number exceeds one and the inverse sine is undefined, which is the mathematics reflecting the fact that disturbances reach everywhere in a subsonic flow.

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66.

Consider the following statements about the Prandtl-Glauert correction:

1. It raises the predicted pressure and lift coefficients as Mach number increases.

2. It is a linearised correction valid only below the critical Mach number.

3. It applies equally well in supersonic flow.

Which of the statements given above is or are correct?

Answer: B

The first two are correct and set out both what the rule does and where it may be trusted. The third is false: the factor involves one minus the square of the Mach number, which turns negative above Mach one, so the subsonic form simply does not carry over. Supersonic linear theory uses a different rule.

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67.

Match each Mach number range in List I with the regime it describes in List II.

List I

A. Below about 0.3

B. About 0.8 to 1.2

C. Above 1.2 but below 5

D. Above about 5

List II

1. Supersonic

2. Effectively incompressible

3. Hypersonic

4. Transonic

Select the correct match.

Answer: C

The boundaries are conventions rather than physical discontinuities. Below 0.3 the density varies too little to matter; the transonic band is where subsonic and supersonic regions coexist; fully supersonic flow follows; and above about Mach five real-gas and viscous interaction effects mark the hypersonic regime.

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68.

Match each quantity in List I with its behaviour across a normal shock in List II.

List I

A. Stagnation temperature

B. Stagnation pressure

C. Entropy

D. Static pressure

List II

1. Falls

2. Unchanged

3. Rises

4. Rises sharply

Select the correct match.

Answer: D

A shock is adiabatic but irreversible. Stagnation temperature therefore comes through unchanged, stagnation pressure falls, and entropy rises, that rise being what the second law requires and what rules out expansion shocks. The static pressure jumps sharply, which is what makes a shock audible as a bang.

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69.

Match each duct condition in List I with its effect on the flow in List II.

List I

A. Converging duct, subsonic flow

B. Diverging duct, subsonic flow

C. Converging duct, supersonic flow

D. Diverging duct, supersonic flow

List II

1. Flow decelerates

2. Flow accelerates

3. Flow accelerates and pressure falls

4. Flow decelerates and pressure rises

Select the correct match.

Answer: A

The area-velocity relation reverses at Mach one. Below it a duct behaves as intuition suggests, squeezing to accelerate. Above it the roles swap, so a converging duct decelerates supersonic flow while a diverging one accelerates it. That inversion is the whole reason a supersonic nozzle has a throat.

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70.

Match each term in List I with its definition in List II.

List I

A. Critical Mach number

B. Drag-divergence Mach number

C. Mach angle

D. Stagnation temperature

List II

1. Where drag begins to rise sharply in transonic flow

2. Where sonic flow first appears on the surface

3. The temperature after an adiabatic deceleration to rest

4. The half-angle of the cone bounding weak disturbances

Select the correct match.

Answer: B

The critical Mach number marks the first appearance of sonic flow anywhere on the body, and drag divergence follows a little later once the supersonic pocket ends in a strong enough shock. The Mach angle bounds the region weak disturbances can reach, and stagnation temperature measures the total energy of the stream.

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