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JNTU B.Tech II CHEMICAL ENGINEERING FLUID MECHANICS Previous Question Paper (February - 2024 - R13)

B.Tech | II | II-II | R13 | February - 2024

Answer PaperPaper Code: 114CMMaximum Marks: 75Time: 3 hours

Note: i) Question paper consists of Part A, Part B.
ii) Part A is compulsory, which carries 25 marks. In Part A, answer all questions.
iii) In Part B, Answer any one question from each unit. Each question carries 10 marks and may have a, b as sub questions.

Part A

125 marks
a

What are the uses of Unit operations in a chemical industry? Give examples for unit operations.

2 marks

Answer

Unit operations are the fundamental physical steps used in chemical processes to change the composition, state, or properties of materials. They are used to separate components, transfer heat, or change particle size. Examples include distillation, filtration, evaporation, and drying.

b

Define “wall turbulence” and “free turbulence” in fluid flow.

3 marks

Answer

Wall turbulence refers to the turbulent flow occurring in the immediate vicinity of a solid boundary, where viscous forces are significant and the velocity gradient is steep. Free turbulence refers to turbulent flow occurring in regions away from solid boundaries, such as in jets, wakes, or mixing layers, where the flow is dominated by inertial forces and shear stresses between fluid layers.

c

State Hagen – Poiseuille equation. Mention the applications.

2 marks

Answer

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d

What are the limitations of universal velocity-distribution laws for turbulent flow?

3 marks

Answer

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e

What are the uses of Mach number in analyzing the flow of compressible fluids?

2 marks

Answer

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f

What is the physical meaning of “asterisk condition” in compressible fluid flow?

3 marks

Answer

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g

Define drag coefficient. Mention the uses flow past immersed solids.

2 marks

Answer

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h

What is fluidization? Mention the conditions and applications for fluidization.

3 marks

Answer

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i

What is Cavitation in pumps?

2 marks

Answer

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j

What is the principle of operation and uses of rotameter?

3 marks

Answer

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Part B

210 marks
a

Applying force balance on static element of fluid, show that the pressure at any point in static fluid is independent of direction.

7 marks

Answer

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b

The deepest point in the oceans of the world is believed to be in the Marianas Trench, southeast of Japan; there the depth is about 11,000 m. What is the pressure at that point in kPa and in atm? Density of sea water is 1030 kg/m3.

3 marks

Answer

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OR
310 marks
a

Explain the factors that determine the point at which turbulence appears in a laminar boundary layer.

5 marks

Answer

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b

Using macroscopic momentum balance, explain the determination of momentum correction factor (β) and “momentum of total stream” for the steady state fluid flow in x – direction.

5 marks

Answer

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410 marks
a

Define Fanning friction factor and Darcy friction factor. Mention the importance in fluid mechanics.

3 marks

Answer

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b

Explain the determination of average velocity, kinetic energy factor and momentum correction factor for laminar flow of Newtonian fluids in pipes.

7 marks

Answer

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OR
5

The power (P) required by an agitator (Watts) in a tank is a function of the following variables: diameter (D) of the agitator (meter), number of rotations (N) of the impeller per unit time (1/s), viscosity of liquid (μ in Pa.s) and density of liquid (ρ in kg/m3). From dimensional analysis using Buckingham's pi method, obtain a relation between power and the four variables.

10 marks

Answer

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610 marks
a

Derive the “total energy balance” equation and “mechanical energy balance” equation for the steady state flow of compressible fluids.

7 marks

Answer

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b

Write the equation to calculate the changes in pressure and temperature in adiabatic frictional flow through a conduit of constant cross section.

3 marks

Answer

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OR
710 marks
a

Explain the determination of fluid properties in the flow of compressible fluids using ideal gas equations.

4 marks

Answer

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b

Derive the basic equation for isothermal frictional flow by introducing the mass velocity into the mechanical-energy balance equation.

6 marks

Answer

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8

Derive Kozeny – Carman equation for fluid flow through bed of solids.

10 marks

Answer

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OR
910 marks
a

With a model graph, explain the forces acting and variation of drag coefficient as a function of Reynolds number for a solid sphere settling under gravity in static liquid.

5 marks

Answer

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b

Discuss the conditions for bubbling fluidization and particulate fluidization.

5 marks

Answer

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10

With neat sketch, explain the constructional details and theory of operation for centrifugal pump.

10 marks

Answer

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OR
1110 marks
a

Explain the working principle of gate valve and check valve.

4 marks

Answer

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b

With neat sketch, explain the working of pitot tube. Mention the uses of pitot tube.

6 marks

Answer

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About this paper

This page contains the question paper of CHEMICAL ENGINEERING FLUID MECHANICS from JNTU for B.Tech PTM II II-II, February - 2024, R13.

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