Flow Dynamics and Bernoulli's Principle

Engineering

Investigate how fluids move through pipes and around objects — from smooth laminar sheets to chaotic turbulent mixing — and discover how Bernoulli's principle links speed and pressure to power everything from aircraft wings to perfume atomisers.

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12
Questions
5–10 min
Time
Q1 Question 1 of 12

In steady laminar flow inside a pipe, how does the velocity vary across the pipe's cross-section?

Q2 Question 2 of 12

Turbulent flow differs from laminar flow in that it:

Q3 Question 3 of 12

The Reynolds number is defined as Re = ρvL/μ. What does it physically represent?

Q4 Question 4 of 12

Water flows at 2 m/s through a pipe of diameter 0.1 m (ν = 1×10⁻⁶ m²/s). What is the Reynolds number, and is the flow laminar or turbulent?

Q5 Question 5 of 12

The continuity equation for incompressible flow states A₁v₁ = A₂v₂. What does this mean physically?

Q6 Question 6 of 12

Bernoulli's equation (P + ½ρv² + ρgh = constant) applies to flow that is:

Q7 Question 7 of 12

A Venturi meter works by measuring pressure drop in a narrowed section of pipe. Using Bernoulli's principle, what does a lower pressure in the narrow throat indicate?

Q8 Question 8 of 12

A pitot tube on an aircraft measures airspeed by:

Q9 Question 9 of 12

The stagnation point on a body immersed in a flow is where:

Q10 Question 10 of 12

The boundary layer is:

Q11 Question 11 of 12

Pressure (form) drag on a blunt body is caused by:

Q12 Question 12 of 12

A perfume atomiser (spray bottle) works by Bernoulli's principle. How?