Real (practical) fluids: which intrinsic properties do they possess?

Difficulty: Easy

Correct Answer: All the above.

Explanation:


Introduction / Context:
Unlike the idealized “ideal fluid,” real or practical fluids exhibit a suite of physical properties that affect flow behaviour, measurement techniques, and design outcomes in pipelines, open channels, and equipment such as pumps and turbines.


Given Data / Assumptions:

  • Continuum assumption holds.
  • Ambient temperature and pressure ranges common to engineering applications.
  • Real fluids include liquids and gases with molecular interactions.


Concept / Approach:

Viscosity quantifies resistance to shear and is central in laminar and turbulent flow predictions (Reynolds number). Surface tension governs capillarity, droplet formation, and free-surface curvature at small scales. Compressibility, though small for liquids, is finite and important in water hammer, acoustics, and high-pressure systems; for gases, it is significant and modeled via equations of state.


Step-by-Step Solution:

Recognize viscosity affects shear stress: τ = μ (du/dy).Acknowledge surface tension effects in menisci, jets, and multiphase boundaries.Note compressibility via bulk modulus K = −V * dp/dV; even water has finite K.Therefore real fluids possess all three properties simultaneously.


Verification / Alternative check:

Empirical data: dynamic viscosity of water ~1 mPa·s at 20°C; surface tension ~0.072 N/m; bulk modulus ~2.2 GPa—none are zero, proving the point for a common fluid.


Why Other Options Are Wrong:

(a), (b), or (c) alone are incomplete. Only (d) captures the full set of inherent properties of practical fluids.


Common Pitfalls:

Assuming incompressibility equates to infinite bulk modulus; in reality, “incompressible” is an approximation where density change is negligible for the process in question.


Final Answer:

All the above.

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