ifs mechanical engineering 2007
TRANSCRIPT
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UIS-l l ttr1
MECHANICAL I NGINI I RING
PAPER I
SECTION A
Jj
1. ,
th
eir cbJrnc
lorl.s ti
cs.
( 5)
( ii) r.J.:
r lain
in
brie
fthes
lrin hardening.
(5)
'2. (o)
~ w e c
a sulid ma
ss
of 10 kg and
th
e Door
nr
c "'-1>t lwo slobs of isolnto,.. -
MLural
rubber
slah ond i\:i ll In series . The rubber s i
nh
hn
s
ti
ffness of
300()
Nf
m
and equivalent vi
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1
of
I
1.2 mm.
[md
the
radial
pressure del'eloped at the
.iunction. Find
also the minimum
temperature ro 1\illch tl1c
cy
linder is to be heated to slip It omo the inner cylinder. Take
E; 2 ,.
HY
Nl
1
and a 1
2.5
" 10
.
"C
2
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7.
(d)
)
( aj
(5)
N
(n)
Namo
the
four method; of taper turning.
(5)
(i)
\ V l ~ : l l is onkc angle
nd
what i i
iL
' impor1ancc in mctl cutting?
(5)
(ii)
1
11\\\ mu ch is the
tonl-wetor
with respet.'l
m the
1\nrk mnteria l
(Die
t e e l l in vi'
ECM
nnd
E
DJv
.?
(i)
S)
Write
th
e t1ow
c
hoot and for finding the mnximlnn of set of three
numbers.
(51
(u)
Ditinguih hetwcen gencrnl puopose pr
It ..
0.05
e r ~
and
cement cosl5 Rs.
0.08
per kg.
'
11e block to be strong must not contain more
than 4
kg
of
sand and mnst
no
t conta
n
less thnn 2 kg
of
cement.
\\ '
hal
is
the minimam cot
of
the block:
(b) Whnt nrc tlrc dilfoJ"enl codes used tn
NC
progmmming lor NC m ~ ~ h i n tools'/
Write lite NC ~ . : . u d c for the fo llowing op
c"rnt
ions
(i)
interpnbti
n11
(ii)
Cin.:
ular ' 'TJIOiatirln cnunler-clockwosc l a h o r ~
(i i
i) DweU
(iv)
nold Delay
(101
10)
(20)
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v) TI1read-cutting
vi) E
nd of
programme
vii) Spindle on, clockwise rotation
viii) Toolchnngc
.x Coo lant supply No. I on
:-;}
Coolant
SUil
l
>ly
ofl:
of9
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ll/S-
lltll
'l
MECHANICAL I NGINI I RING
PAPER
II
SECTION A
Jj
I,
A n s w ~ r nny four parts:
2.
(n) The o
nl
y way in w hich hOllt can
be
tronsJCrrcd form a
Cll
m ot engine in ouhrr space is by
radiation. The rate
at
which heat,. radiated is
pr
oportional to
th
e t
i>
urth power
of th
e bolute
tempeJ'II
Lur
e 1'
1
and to tbe area
of
(he radioling surface. Show that for a given power output
and a giwn
T
1
' tlte area of he rad.iatorwill be minimum when
= ~
z;
10
(lJ) Two reversible heal engines A and B arranged in series, A rejecting lJcaJ' directly to B.
Engine A receives heal 200 kJ at a
t.cmpera Ure
of
42J"C from n heat source, w
h:il
e engine B
" in communic"tion
wi
th a cold $mk at a temperature of 4.4C'. If the 1\ork output of A ls
twice that if B.
Hnd
(i) the i n t e r m e d i ~ l c tempcrnlllrc bcl\>ccn A nmliJ. (ii) the cllicicncy of
each eugine and (iii) the heal
reje-c
ted to the cold sink.
(10)
(c) Prove
the
Mayer
re13t.ion
r _ ~ C = v
P
I
;
\\'here a
is o
tl1erma.l
p r ~ s i b
and P oe ffi
cien
t
of
vo lume
ex
p3.0Sion,
I ))
(d ) l'ernpernture profile
fo
r heat conduction through a wall of con$
tantlh
ermal condnc1ivity is a
SttaJghl line, J l r O W 3 t is
IJeGomes
pambolic iuthe pr
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4.
,
ur
a.
17 c. Dctc
m1
ine ti) the initiA:lnd
11M
I
v a i l ~ b i l i l )
of l
nr
ond (iii the
max
i
mum
u
sef
ul
k ossucbtcd witl1the VtMc:s.
()
12
A 1\)ur-cylincler.
s l N ) k e q
engine running
1
40
n:v
/sec ~ w i t h a carhurettor which
is
rtqulred to p i y 5
1\g
of>il'
Jnd 0.5
kg
of fucii'Cf min u
LC-
Tlu; f11cl specific Sfl'Vity is
n.
75.
Tite uir i< inl tioily ut I bar and 300 K Co leuloto tho throat diameter of Ut o c.hoko lor flow
velocity of 100 mlsec. V e l o c i t ~ coeftkient is If
th
e pressure drop across tho fuel
metering 11rilillc
is
OHO ilf
h
AI uf choke. c:tlculatc
th
e ori1ice diomelcr ossuming ( V= 0.60
a n d y ~ 1.4. If lh" C.'llb uc- 1 3 clll ' O u ~ '
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(c)
(I)
7
ur)
Diflereutinto among
i n c m ~
viscosity, thermal
d l f f u . ~ v l t y
and diffu ion coef'tici
cn
t.
:-ihow tnat
th
ey have a m un it.
(5)
(ii) Estiuwtc tbc ' ' of
Or &ti
ou
of tolul o
pt.in
r c f r i g ~ r h o
~ y s t c m
hu8"
"" J
>a
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7.
8.
( )
R
n f refrigerontle.wing
the generntc
>r
:
( i)
n,e
heat
uppli
d in the generJtnr
perx
oe;
(i
ii)
TI>
c hct
rt:jooli
on rate io Ute
ab