12204 21314 3 Hours / 100 Marks

12204
21314
3 Hours / 100 Marks
Instructions –
Seat No.
(1) All Questions are Compulsory.
(2) Answer each next main Question on a new page.
(3) Illustrate your answers with neat sketches wherever
necessary.
(4) Figures to the right indicate full marks.
(5) Assume suitable data, if necessary.
(6) Use of Non-programmable Electronic Pocket
Calculator is permissible.
(7) Mobile Phone, Pager and any other Electronic
Communication devices are not permissible in
Examination Hall.
Marks
1.
a) Attempt any THREE of the following:
i)
Give three modes of heat transfer with example of each.
ii)
Define Dimensional analysis. Give it’s physical significance.
iii)
State:
iv)
1)
Kirchoff’s Law
2)
Stefan-Boltzmann Law
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Give any two equipments of each based on:
1)
Sensible heat exchange
2)
Latent heat exchange
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Marks
b) Attempt any ONE of the following:
i)
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A steam pipeline, 150/160 mm in diameter, is covered
with a layer of insulating material of thickness 50 mm.
The temperature inside the pipeline is 393 K and that of
the outside surface of insulation is 313 K. Calculate the
rate of heat loss per one meter length of pipeline.
Data: Thermal conductivity for pipe is 50 W / (m. k) and
for insulating material is 0.08 W / (m. k)
ii)
Calculate the critical radius of insulation for asbestos
(K = 0.17 W / (m. k.) surrounding a pipe and exposed to
room air at 293 K with h = 3 W / (m2. k)
Calculate the heat loss from 473 K 50 mm diameter pipe
when covered with the critical radius of insulation and
without insulation.
2.
Attempt any TWO of the following:
a) Derive the expression for heat transfer through furnace wall
made of three different materials in series. Assume, K1, K2 and
K3 be the thermal conductivities of materials and x1, x2 and x3
be the respective thicknesses. Assume hot face and cold face
temperature be T1 and T2 respectively.
b) Calculate the inside heat transfer coefficient for fluid flowing
at a rate of 300 cm3/sec. through a 20 mm inside diameter
tube of H.E. Data: viscosity of flowing fluid = 0.8 ( N. S. ) / m2
density of flowing fluid = 1.1 gm / cm3 specific heat of
fluid = 1.26 kJ / kg K. Thermal conductivity of
fluid = 0.384 W / (m.k), Viscosity at wall
temperature = 1.0 (N. S) / m2, length of H. E. = 5m.
c) Explain in brief significance of heat transfer coefficient in boiling
liquids w.r.es. to, natural convection, nucleate boiling, transition
boiling, film boiling.
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Marks
3.
Attempt any FOUR of the following:
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a) Hot oil at a rate of 1.2kg/s (Cp = 2083 J/kgk) flows through
double pipe H.E. It enters at 633 K and leaves at 573 K. The
cold Fluid enters at 303 K and leaves at 400 K. If the overall
heat transfer coefficient is 500W/(m2 k) Calculate the heat
transfer area for:
i)
Parallel flow
ii)
Counter current flow
b) Define:
i)
Capacity
ii)
Economy of evaporator
c) An evaporator operating at atm pressure (101.325KPa) is fed at
the rate of 10000 kglh of weak liquor containing 4% caustic
soda. Thick liquor leaving the evaporator contains 25% caustic
soda. Find the capacity of the evaporator.
d) Calculate the heat transfer area of 1 - 2 H. E. from the following
data. Inlet and outlet temperature of hot fluid are 423 K and
353 K respectively Inlet and Outlet temperature of cold fluid
are 303 K and 318 K respectively. Overall heat transfer
coefficient = 4100 W/(m2k). Heat loss = 407 kW LMTD
correction factor = 0.84.
e) Define heat transfer coefficient and compare with thermal
conductivity.
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Marks
4.
a) Attempt any THREE of the following:
i)
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Calculate overall heat transfer coefficient from the following
data:
Inside heat transfer coefficient = 5800 W / (m2 k)
Outside heat transfer coefficient = 1750 W / (m2 k)
Outside diameter of tube = 30 mm
Inside diameter of tube = 20 mm
K of metal wall = 46.52 W / (m. k)
ii)
Distinguish filmwise and dropwise condension.
iii)
Compare parallel flow with counter current flow in heat
exchanger.
iv)
Water enters a two fluid H.E. at 328 K and leaves at
358 K. Hot gases enter at 578 K and leaves at 433 K. If
the total heat transfer area is 500m2 and the overall heat
transfer weff. is 700 W / (m2 k). Determine total heat
transfer for:
1)
Parallel flow
2)
Counter - current flow of the two fluids.
b) Attempt any ONE of the following:
i)
What are advantages of baffles in H.E.?
ii)
Write in brief for scrapped surface heat exchanger with
diagram.
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Marks
5.
Attempt any TWO of the following:
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a) Derive the relationship between overall heat transfer coefficient
and individual heat transfer coefficient with diagram.
b) In a double pipe counter current flow H.E. 10000 kg / h of an
oil having a specific heat of 2095 J / kg K is cooled from 353 K
to 323 K by 8000 kg / h of water entering at 298 K. Calculate
the H. E. area for an overall heat transfer coefficient of
300 W / (m2 k). Take Cp for water as 4187 J / kg K.
c) State the utility of forced circulation in evaporator and draw a
diagram of a forced circulation evaporator with horizontal
external heating element.
6.
Attempt any FOUR of the following:
a) State Fourier’s law for conduction? Give it’s mathematical
statement.
b) Give Dittus. Boelter equation for heating of liquids and define
each term in it.
c) Define absorptivity, reflectivity and transmissivity of a body
and prove that “When any body is in thermal equilibrium with
it’s surrounding it’s emissivity is equal to absorptivity.”
d) Calculate the heat loss by radiation from an unlogged horizontal
steam pipe, 50mm D.D. at 377 K to air at 283 K.
Data: emissivity, e = 0.90.
e) Distinguish between forward feed and backward feed evaporator.
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