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Transcript of GE1003
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7/21/2019 GE1003
1/3
THE
II\STTTUTION
OF ENGINEERS
SRI
LAI{KA
ENGINEtrRTNG
CERTIFICATE
COURSE
STAGB
I
G81003
-
Thermodynamics
and
Fluid
Mechanics
DATE:
FROM:
0900IIRS
ru 1200HRS
DURATION:
TIIREE
IIOURS
READ
THE
FOLLOWING
INSTRUCTIONS
CAREFULLY
BBFORE
ANSWERING
THE
QUESTION
PAPER
Answer
only five
(05)
questions
and all
questions
carry equal
marks.
Wherever
appropriate,
use
tables and
charts
available
in
the in
the examination
hall.
At
the
end
of
the
examination
return
all
such
material
to
the
exa miner/supervisor.
3 Any missing
data can
be sensibly
and
reasonably
assumed,
but
state such
assumptions
clearly with
justifications.
Any
result
from
calculations
should
have
units,
unless they
are dimensionless.
All answers
to
the
given
questions
should
be underlined
for
the
purpose
of
easy
identification.
write
the
question
Number
to
which
you
answer
on the
cover
page
appropriately.
Assume
density
of water
is
1000kg/m3
and
acceleration
due to
gravity
is 10m/s2
wherever
relavant.
L
2
4
5
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7/21/2019 GE1003
2/3
1
a Explain
non
flow
process .
b
Name
three
thermodynamic
non
flow
processes.
c
ln
a
system
executing
a non flow
process,
the
work
and heat
transfer
are
given
by
#
=
*ul
/
C
and#
=
*kl
/ c
respectivety.
The
temperature
of
the system increases
from
150oC
to
300 C.
Find
the
change
in internal
energy.
2
a
State
the
second
law of
thermodynamics.
b
Draw
a
p-v
diagram for
Carnot
cycle and
name
each
process
of the
cycle.
c
A
Carnot
engine works
between
temperature
limits
of
825oC
and
125 C. The
engine
receives
3600kJ of heat
per
minute.
Determine
the
power
of
the
engine
and
the amount of heat
rejected
to the
sink.
Efficiency of Carnot cycle
is
given
as
,-=t-b
T7
where
Tris
the
upper
limit
temperature
and Tris
the lower
limit
temperature.
3 a
Draw
a
p-v
diagram
for Otto
cycle
and identify
each
process.
b
Name
the
four
processes
in
the Otto
cycle.
c
An engine
working
on ideal
Otto cycle has
temperature
and
pressure
at
the beginning
of compression
as 25oC
and
1.Sbar respectively.
-
Find
the
compression
ratio
(r)
if
y
is
7.4 and
thermal efficiency (4)
is
48%. Also
find
the temperature
and
pressure
at,the
end of
compression.
You may
use
the following equation if necessary.
rl
=
L- .l:
r0-r)
4 a
State the
difference
between intensive
properties
and
extensive
properties
of a
pure
substance.
b
Define
the term
specific
heat of
a
substance.
c
A
piece
of iron
ball
of mass
5kg
is heated
to
'105oC
and
dropped into
a
vessel
containing 25kg
of
water
at
20 C.
What
is
the specific
heat of
iron, if
the
rise
in
temperature
of
water be
3.6oC
? Specific
heat of
water
is
4.193 kJ/kg
K,
d Three
pipes
discharge water into
the
same
main,
one supplying
0.75
m'/min
at
82oC, the
second
pipe
1.35m3/min
at 7 C
and
the third
0.06
m3/min
at 100'C.
Find
the final temperature
of
the water
mixture
assuming
specific heat
of
water
to
be constant.
5 a
What
will
be the
gauge
pressure
and
absolute
pressure
of water at
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7/21/2019 GE1003
3/3
depth
12m
below
the
surface?
pwarcr
=
1000
kg/m3,
and
atmospheric
pressure
=
101kpa.
A
cube
with
100
mm
each side
is made
of
a rigid
foam
material
and
floats
in water
with
60mm
below
the
free
surface
of water.
calculate
the
magnitude
and
direction
of
the
force
required
to hold
it
completely
submerged
in
glycerine
which
has
a
specific gravity
of
1.26.
Name
the flow
measuring
devices
that
can
be
used
to
measure
velocity, discharge
and
pressure
of a fluid
flow
stream.
A
u
tube mercury
differential
manometer
has
been
used
to
measure
the
pressure
differential
across
the inlet
and
throat
of
a
venturimeter
that
conveys
water
as shown
in
figure
Q6.Calculate
the
pressure
difference
when
manometer
reads
250mm:
Figure
Q6
The
velocity
components
in a
two dimensional
incompressible
flow
field
are
expressed
as
y3
,=T*2x-x,y
^-3
^L
'U=Xyz-2v--
3
Determine
the
velocity
at
point
x=1m,y=3m.
ls
the flow
physically
possible?
lf
so
find
the
stream
function.
Calculate
the discharge
between
the streamlines
passing
through
(1,3)
and
(2,3).
Show
that
the flow is
irrotational
and find
the
potential
function.
State
Darcy
formula
with
usual notations.
Two
pipes
of diameter
50mm and
100mm
,
each of length 100m
are
connected
in
parallel
between
two reservoirs
which have
a
difference
of
level
of 10m.
If
the coetficient
of
friction
(f)
for
each
pipe
is
f
=
0.08,
calculate
the rate
of
flow
for
each
pipe
considering
only
the
friction
loss.
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