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Chemical Engineering - MCQ Practice Questions

Practice free Chemical Engineering multiple-choice questions with detailed answers and explanations. Perfect for competitive exam preparation.

497 questions | 100% Free

Q.1Hard

For a given pipe and fluid, if the flow velocity doubles, the pressure drop in turbulent flow will approximately:

Q.2Hard

For compressible flow through a converging-diverging nozzle (de Laval nozzle), the throat conditions occur where:

Q.3Hard

A pipeline carries water at 20°C. When the flow velocity increases from 1 m/s to 3 m/s in a straight horizontal pipe of constant diameter, the friction factor:

Q.4Hard

Which of the following best describes the boundary layer separation phenomenon?

Q.5Hard

A gas flows through a convergent nozzle. At what condition does maximum mass flow rate occur in the nozzle exit?

Q.6Hard

The Moody diagram is used to determine friction factor in pipes. For which flow regime is the Darcy friction factor independent of Reynolds number?

Q.7Hard

In boundary layer theory, the displacement thickness (δ*) represents which physical concept?

Q.8Hard

In pipe flow with fittings, which fitting typically causes the highest pressure loss coefficient (K)?

Q.9Hard

In a converging-diverging nozzle, if pressure increases in the diverging section, what type of flow pattern occurs?

Q.10Hard

A vertical cylindrical settling tank has diameter 3 m and height 4 m. For a particle settling velocity of 2 cm/min, what should be the volumetric flow rate to achieve 90% removal efficiency?

Q.11Hard

A pump operating at 1200 RPM delivers 150 L/s against a head of 40 m. If speed increases to 1800 RPM, what will be the new head (assuming affinity laws apply)?

Q.12Hard

In computational fluid dynamics (CFD), the Courant number (Co = U×Δt/Δx) is important for numerical stability. For explicit schemes, the Courant number should be:

Q.13Hard

For a reciprocating pump with bore diameter 0.08 m, stroke length 0.15 m, and operating at 60 RPM with 90% volumetric efficiency, the discharge is approximately:

Q.14Hard

In a convergent-divergent (de Laval) nozzle for compressible flow, the pressure reaches minimum (maximum acceleration) at:

Q.15Hard

The Navier-Stokes equation for incompressible flow includes terms for pressure gradient, viscous forces, and inertial forces. Under creeping flow conditions (Re → 0), which term becomes negligible?

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