Pipe Flow Transition – Definition of Higher Critical Velocity In internal pipe flow, the higher critical velocity corresponds to the speed (or Reynolds number) above which turbulence is fully established; hence the statement that turbulent flow starts at the higher critical velocity is correct.

Difficulty: Easy

Correct Answer: Yes

Explanation:


Introduction:
Transition from laminar to turbulent flow in pipes is commonly described using two threshold velocities (or Reynolds numbers). This question targets recognition of the role of the higher critical value in initiating sustained turbulence.


Given Data / Assumptions:

  • Newtonian fluid in a circular pipe.
  • Disturbances and surface roughness within normal ranges.
  • Reynolds number Re = (rho * V * D) / mu.


Concept / Approach:

Below the lower critical value the flow is stably laminar. Between the lower and higher critical values, the flow is transitional and sensitive to disturbances. Above the higher critical value, turbulence is fully sustained. Therefore saying “turbulent flow starts” at the higher critical velocity is acceptable in practical engineering usage.


Step-by-Step Solution:

1) Identify the transitional range of Re (roughly 2000–4000 for smooth pipes).2) Associate the upper bound with the onset of sustained turbulence.3) Conclude the statement is true in the conventional sense.


Verification / Alternative check:

Laboratory observations show intermittent turbulence in the range between the critical values; fully turbulent profiles dominate beyond the higher critical threshold.


Why Other Options Are Wrong:

No: Conflicts with standard terminology. Other options impose conditions unrelated to the definition.


Common Pitfalls:

Assuming a single sharp universal value; actual thresholds depend on inlet conditions and roughness.


Final Answer:

Yes

More Questions from Hydraulics and Fluid Mechanics

Discussion & Comments

No comments yet. Be the first to comment!
Join Discussion