Exam Details
Subject | Heat And Mass Transfer | |
Paper | ||
Exam / Course | Diploma in Mechanical Engineering (DMEVI)& B.Tech. MECHANICAL ENGINEERING 1-4 (BTMEVI) | |
Department | School of Engineering & Technology (SOET) | |
Organization | indira gandhi national open university | |
Position | ||
Exam Date | June, 2016 | |
City, State | new delhi, |
Question Paper
State Fourier law of heat conduction and by using it derive an expression for steady state heat conduction through a plane wall of thickness L that maintains its two surfaces at temperatures T1 and T2 respectively.
The wall of a furnace is constructed from 15 em thick fire brick having constant thermal conductivity of 1·6 The two sides of the wall are maintained at 1400 K and 1100 K respectively. What is the rate of heat loss through the wall which is 50 cm x 3 m on a side?
2.(a) Prove that the thermal resistance offered by a hollow long cylinder of constant thermal conductivity is given by <img src='./qimages/11360-2a.jpg'>
where:
r1= inner radius
r2 =outer radius
L =length of cylinder
K thermal conductivity of material A furnace wall is made up of three layers, one of brick, one of insulating brick and one of red brick. The inner and outer surfaces are at 870°C and 40°C respectively. The respective thermal conductivities of the layers are 1·17 0·139 and 0·875 respectively and thicknesses are 22 cm, 7.5 cm and 11 cm. Assuming close bonding of the layers at their interfaces, find out the rate of heat loss per square metre per hour.
3.(a) Explain the concept of black body and grey body in radiation terminology.
Define Fick's first law and second law of diffusion. Describe the various mechanisms of mass transfer.
4.(a) Distinguish between natural and forced convection heat transfer.
Derive an expression of overall heat transfer co-efficient based on outer surface area.
5.(a) What is meant by thermal resistance Explain the electrical analogy for solving heat transfer problems. Classify the heat exchangers according to the flow direction of fluid and give few examples of each in actual field of application.
6.(a) Prove that the shape factor of a cylindrical
cavity of diameter D and height H with respect to itself is 4H/4H D The sun emits maximum radiation at wavelength of A 0·52 micron. Assuming the sun as a black body, find the surface temperature of the sun and emissive power at that temperature.
7. Write short notes on any four of the following:
(a) Steady State Heat Conduction Fin Efficiency Wien's Displacement Law Laminar Flow Green House Effect Lumped Heat Capacity System
The wall of a furnace is constructed from 15 em thick fire brick having constant thermal conductivity of 1·6 The two sides of the wall are maintained at 1400 K and 1100 K respectively. What is the rate of heat loss through the wall which is 50 cm x 3 m on a side?
2.(a) Prove that the thermal resistance offered by a hollow long cylinder of constant thermal conductivity is given by <img src='./qimages/11360-2a.jpg'>
where:
r1= inner radius
r2 =outer radius
L =length of cylinder
K thermal conductivity of material A furnace wall is made up of three layers, one of brick, one of insulating brick and one of red brick. The inner and outer surfaces are at 870°C and 40°C respectively. The respective thermal conductivities of the layers are 1·17 0·139 and 0·875 respectively and thicknesses are 22 cm, 7.5 cm and 11 cm. Assuming close bonding of the layers at their interfaces, find out the rate of heat loss per square metre per hour.
3.(a) Explain the concept of black body and grey body in radiation terminology.
Define Fick's first law and second law of diffusion. Describe the various mechanisms of mass transfer.
4.(a) Distinguish between natural and forced convection heat transfer.
Derive an expression of overall heat transfer co-efficient based on outer surface area.
5.(a) What is meant by thermal resistance Explain the electrical analogy for solving heat transfer problems. Classify the heat exchangers according to the flow direction of fluid and give few examples of each in actual field of application.
6.(a) Prove that the shape factor of a cylindrical
cavity of diameter D and height H with respect to itself is 4H/4H D The sun emits maximum radiation at wavelength of A 0·52 micron. Assuming the sun as a black body, find the surface temperature of the sun and emissive power at that temperature.
7. Write short notes on any four of the following:
(a) Steady State Heat Conduction Fin Efficiency Wien's Displacement Law Laminar Flow Green House Effect Lumped Heat Capacity System
Other Question Papers
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