Question:

Bernoulli’s equation \( \frac{p}{\gamma} + \frac{V^2}{2g} + z = \text{constant} \) is valid for: A. Incompressible flow
B. Steady flow
C. Viscous flow
D. Flow along a streamline
E. Rotational flow

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Bernoulli = steady + incompressible + inviscid + along streamline.
Updated On: May 22, 2026
  • A, B and E only
  • A, B and D only
  • A, C and D only
  • A, B and C only
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The Correct Option is B

Solution and Explanation

Concept: Bernoulli equation is derived from energy conservation for fluid flow under assumptions.

Step 1: Fundamental assumptions.


• Flow is steady
• Fluid is incompressible
• Flow is inviscid (no friction losses)
• Valid along a streamline

Step 2: Analyze A (Incompressible).

Required assumption → correct.

Step 3: Analyze B (Steady flow).

Required assumption → correct.

Step 4: Analyze C (Viscous flow).

Viscosity introduces energy losses → violates Bernoulli.
Hence incorrect.

Step 5: Analyze D (Streamline).

Equation applies along a streamline → correct.

Step 6: Analyze E (Rotational flow).

For rotational flow:
• Bernoulli not valid everywhere, only along streamline Hence generally incorrect.

Step 7: Final conclusion.

Correct: A, B, D. \[ \boxed{\text{Answer: A, B and D only}} \]
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