# Download VTU BE 2020 Jan ME Question Paper 17 Scheme 5th Sem 17ME54 Design of Machine Elements

Download Visvesvaraya Technological University (VTU) BE ( Bachelor of Engineering) ME (Mechanical Engineering) 2017 Scheme 2020 January Previous Question Paper 5th Sem 17ME54 Design of Machine Elements

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Fifth Semester B.F. Degree Examination, Dee.2*9/,r4ii":1020
Design of Machine Elements ?
Time: 3 hrs. Max. Marks: 100
Note:l. Answer FIVE full questions, choosing one full question from each module.
2. Use of design data hand book permitted.
Module-1
1 a. With flow diagram, explain the phases of design. (05 Marks)
b. List and explain the factors to be considered for selection of material to 1
*

a machine
component. (05 Marks)
c. A point in a structural member is subjected to plane stress as shown in Fig. Ql (c).
Determine the following :
(i)
Normal and tangential stress on a plane inclined at 4
5 0 .
(ii) Principal stresses and directions.
(iii) Maximum shear stress. (10 Marks)
v MPr
???
25M PR
Fig. Ql (c)
OR
2 a. What is stress concentration? Explain with neat sketches any three methods to reduce stress
concentration in machine elements. (05 Marks)
A round shaft made of Grey Cast Iron FG200 with a
ut
= 200 MPa, is subjected to a bending
moment of 15 N.m is as shown in Fig. Q2 (b). The theoretical stress concentration factor at
fillet is 1.5. Determine the diameter 'd' and max stress at the fillet. (05 Marks)
9-1 'shin)
Fig. Q2 (b)
A 50 mm steel rod supports a 9 kN load in addition to this a torsional moment of 100 N.m is
applied on it as shown in Fig. Q2 (c). Determine the maximum tensile and maximum shear
stresses. (10 Marks)
.28 mm
Fig. Q2 (c)
Module-2
3 a. Explain with sketches, the different types of varying stresses. (05 Marks)
b. Derive Soderberg equation for designing members subjected to fatigue loading. (05 Marks)
3uMpA
b.
C.
1 of 3
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Fifth Semester B.F. Degree Examination, Dee.2*9/,r4ii":1020
Design of Machine Elements ?
Time: 3 hrs. Max. Marks: 100
Note:l. Answer FIVE full questions, choosing one full question from each module.
2. Use of design data hand book permitted.
Module-1
1 a. With flow diagram, explain the phases of design. (05 Marks)
b. List and explain the factors to be considered for selection of material to 1
*

a machine
component. (05 Marks)
c. A point in a structural member is subjected to plane stress as shown in Fig. Ql (c).
Determine the following :
(i)
Normal and tangential stress on a plane inclined at 4
5 0 .
(ii) Principal stresses and directions.
(iii) Maximum shear stress. (10 Marks)
v MPr
???
25M PR
Fig. Ql (c)
OR
2 a. What is stress concentration? Explain with neat sketches any three methods to reduce stress
concentration in machine elements. (05 Marks)
A round shaft made of Grey Cast Iron FG200 with a
ut
= 200 MPa, is subjected to a bending
moment of 15 N.m is as shown in Fig. Q2 (b). The theoretical stress concentration factor at
fillet is 1.5. Determine the diameter 'd' and max stress at the fillet. (05 Marks)
9-1 'shin)
Fig. Q2 (b)
A 50 mm steel rod supports a 9 kN load in addition to this a torsional moment of 100 N.m is
applied on it as shown in Fig. Q2 (c). Determine the maximum tensile and maximum shear
stresses. (10 Marks)
.28 mm
Fig. Q2 (c)
Module-2
3 a. Explain with sketches, the different types of varying stresses. (05 Marks)
b. Derive Soderberg equation for designing members subjected to fatigue loading. (05 Marks)
3uMpA
b.
C.
1 of 3
17&
c. A steel cantilever beam is 200 mm long. It is subjected to an axial load varies from
(compression) to 450 N (tension) and a transverse load at its free and which varies fro,
80 N (up) to 120 N (down). The Cantilever beam is of circular cross section having a
diameter of 2 d for the first 50 mm and diameter 'd' for the remaining length. Determine its
diameter using the following data. Use Soderberg equation.
Factor of safety = 2 ; Yield stress = 330 MPa; Endurance limit = 300 MPa
Stress concentration factor = 1.44 for bending,
1 for bending
Size correction factor = 0.85; Notch sensitivity = 0.9
Surface correction factor = 0.9 (10 Marks)
OR
4 a. Derive an expression for impact stress induced in a member subjected to axial load.
(05 Marks)
b. Design a rod of solid circular cross section of length 200 mm (placed vertical) to sustain an
axial compressive load of 1000 N, that falls on it from a height of 10 mm. The material
selected has a design stress of 80 N/mm
2
and Young's modulus = 2.1 x 10
5
N/mm
2
.
(05 Marks)
c. mass of 500 kg is being lowered by means of a steel wire rope having cross sectional area
250 mm
2
. The velocity of the weight is 0.5 m/s, when the length of the extended rope is
20 m, the sheave gets stuck up. Determine the stress induced in the rope due to sudden
stoppage of the sheave. Neglect friction. Take E = 190 GPa. (10 Marks)
Module-3
5 A commercial steel shaft with allowable shear stress 40 MPa. With shock factors for
bending and twisting is 1.5 and 1 respectively. The length of the shaft between bearings is
600 mm, carries a pulley of 400 rnm dia meter having weight 400 N, mounted in middle of
the shaft. Shaft receives 40 kW at 600 rpm by a flat belt drive. Power from motor shaft is
transmitted through another pulley of diameter 600 mm weighing 600 N overhanging the
right hand bearing by 200 mm. The belt drives on pulleys are right angles to each other.
Take ratios of belt tensions as 3, determine the diameter of the shaft. Use ASME code for
shaft design. (20 Marks)
OR
6 a. Design a protected type CI flange coupling for a steel shaft transmitting 30 kW at 200 rpm.
The allowable shear stress in the shaft and key materials 40 MPa. The maximum torque
transmitted is 20% greater than full load torque. The allowable shear stress in the bolt is
60 MPa and allowable shear stress in the flange is 40 MPa. (10 Marks)
b. Design a socket and spigot type of cotter joint to connect two rods subjected to steady axial
pull of 100 kN. The material used for socket end, spigot end and cotter is cast steel with
a, = 328.6 MPa, take FoS as 4 for tension, 6 for shear and 3 for crushing based on tensile
yield strength. (10 Marks)
Module-4
7 a. Design a triple riveted longitudinal double strap butt joint with unequal strap for a boiler.
The inside diameter of the longest course of the drum is 1.3 m. The joint is to be designed
for a steam pressure of 2.4 N/mm
2
. The working stresses to be used are cr, = 77 MPa for
plate material in tension, T = 62 MPa for rivet material in shear, cr, =120 MPa for rivet
material in compression. Assume joint efficiency as 81%.
SO;;;\
(10 Marks)
2 of 3
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USN
?
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, I
:17ME54
?
1.3
U
CD
CD
CD
CD
c

CZ =
C ^
CD
.S0
WI

00
C 00
" Ca m-
E
a.J
C ?t
o
'1)
O
Ct
g
O
CD C
C
c*
0
-
-0 CD
4
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52
1.
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=-
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79

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Fifth Semester B.F. Degree Examination, Dee.2*9/,r4ii":1020
Design of Machine Elements ?
Time: 3 hrs. Max. Marks: 100
Note:l. Answer FIVE full questions, choosing one full question from each module.
2. Use of design data hand book permitted.
Module-1
1 a. With flow diagram, explain the phases of design. (05 Marks)
b. List and explain the factors to be considered for selection of material to 1
*

a machine
component. (05 Marks)
c. A point in a structural member is subjected to plane stress as shown in Fig. Ql (c).
Determine the following :
(i)
Normal and tangential stress on a plane inclined at 4
5 0 .
(ii) Principal stresses and directions.
(iii) Maximum shear stress. (10 Marks)
v MPr
???
25M PR
Fig. Ql (c)
OR
2 a. What is stress concentration? Explain with neat sketches any three methods to reduce stress
concentration in machine elements. (05 Marks)
A round shaft made of Grey Cast Iron FG200 with a
ut
= 200 MPa, is subjected to a bending
moment of 15 N.m is as shown in Fig. Q2 (b). The theoretical stress concentration factor at
fillet is 1.5. Determine the diameter 'd' and max stress at the fillet. (05 Marks)
9-1 'shin)
Fig. Q2 (b)
A 50 mm steel rod supports a 9 kN load in addition to this a torsional moment of 100 N.m is
applied on it as shown in Fig. Q2 (c). Determine the maximum tensile and maximum shear
stresses. (10 Marks)
.28 mm
Fig. Q2 (c)
Module-2
3 a. Explain with sketches, the different types of varying stresses. (05 Marks)
b. Derive Soderberg equation for designing members subjected to fatigue loading. (05 Marks)
3uMpA
b.
C.
1 of 3
17&
c. A steel cantilever beam is 200 mm long. It is subjected to an axial load varies from
(compression) to 450 N (tension) and a transverse load at its free and which varies fro,
80 N (up) to 120 N (down). The Cantilever beam is of circular cross section having a
diameter of 2 d for the first 50 mm and diameter 'd' for the remaining length. Determine its
diameter using the following data. Use Soderberg equation.
Factor of safety = 2 ; Yield stress = 330 MPa; Endurance limit = 300 MPa
Stress concentration factor = 1.44 for bending,
1 for bending
Size correction factor = 0.85; Notch sensitivity = 0.9
Surface correction factor = 0.9 (10 Marks)
OR
4 a. Derive an expression for impact stress induced in a member subjected to axial load.
(05 Marks)
b. Design a rod of solid circular cross section of length 200 mm (placed vertical) to sustain an
axial compressive load of 1000 N, that falls on it from a height of 10 mm. The material
selected has a design stress of 80 N/mm
2
and Young's modulus = 2.1 x 10
5
N/mm
2
.
(05 Marks)
c. mass of 500 kg is being lowered by means of a steel wire rope having cross sectional area
250 mm
2
. The velocity of the weight is 0.5 m/s, when the length of the extended rope is
20 m, the sheave gets stuck up. Determine the stress induced in the rope due to sudden
stoppage of the sheave. Neglect friction. Take E = 190 GPa. (10 Marks)
Module-3
5 A commercial steel shaft with allowable shear stress 40 MPa. With shock factors for
bending and twisting is 1.5 and 1 respectively. The length of the shaft between bearings is
600 mm, carries a pulley of 400 rnm dia meter having weight 400 N, mounted in middle of
the shaft. Shaft receives 40 kW at 600 rpm by a flat belt drive. Power from motor shaft is
transmitted through another pulley of diameter 600 mm weighing 600 N overhanging the
right hand bearing by 200 mm. The belt drives on pulleys are right angles to each other.
Take ratios of belt tensions as 3, determine the diameter of the shaft. Use ASME code for
shaft design. (20 Marks)
OR
6 a. Design a protected type CI flange coupling for a steel shaft transmitting 30 kW at 200 rpm.
The allowable shear stress in the shaft and key materials 40 MPa. The maximum torque
transmitted is 20% greater than full load torque. The allowable shear stress in the bolt is
60 MPa and allowable shear stress in the flange is 40 MPa. (10 Marks)
b. Design a socket and spigot type of cotter joint to connect two rods subjected to steady axial
pull of 100 kN. The material used for socket end, spigot end and cotter is cast steel with
a, = 328.6 MPa, take FoS as 4 for tension, 6 for shear and 3 for crushing based on tensile
yield strength. (10 Marks)
Module-4
7 a. Design a triple riveted longitudinal double strap butt joint with unequal strap for a boiler.
The inside diameter of the longest course of the drum is 1.3 m. The joint is to be designed
for a steam pressure of 2.4 N/mm
2
. The working stresses to be used are cr, = 77 MPa for
plate material in tension, T = 62 MPa for rivet material in shear, cr, =120 MPa for rivet
material in compression. Assume joint efficiency as 81%.
SO;;;\
(10 Marks)
2 of 3
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100
17ME54
b. Determine the size of rivets required for the bracket shown in Fig. Q7 (b). Take permissible
shear stress for the rivet material as 100 MPa. (10 Marks)

Fig. Q7 (b)
OR
8 a. The following Fig. Q8 (a) shows connections of eccentrically loaded welded joint. The
allowable shear stress in the fillet weld using MS bar electrodes can be taken as 80 Nimm
-
,
find the thickness of the plate. (10 Marks)
F:541
mo
1 aoo w
Fig. Q8 (a)
b. A shaft of rectangular cross section is welded to a support by means of fillet welds as shown
in Fig. Q8 (b). Determine the size of the weld if the permissible shear stress in the weld
material is 75 MPa. (10 Marks)
60Q____ ___.
0

25kM
11
\
--
WO
W eld
Fig. Q8 (b)
Module-5
9 a. A cylinder head is fastened to the cylinder of a compressor using 6 bolts of M20 size. Bolt
material is C20 steel. The maximum fluid pressure is 3.5 MPa, cylinder diameter is 75 mm.
A soft gasket is used. Assuming the initial tension required in each bolt is 40 kN, determine
the factor of safety. (10 Marks)
b. In a hand vice, the screw has double start Acme thread of 25 mm internal diameter and
4 mm pitch. If the length of the lever is 300 mm; the maximum force that can be applied at
the end of the lever is 250 N. Determine the force with which the job is held between the
jaws of the vice. Take co-efficient of friction at the thread is 0.14, angle of thread 20 = 29' .
Neglect collar friction. (10 Marks)
OR
10 a. Explain self locking and overhauling. Derive an expression for torque required to lift the
b. A single threaded power screw of 25 mm diameter with a pitch of 5 mm, a vertical load on
the screw reaches a maximum load of 500 N. The co-efficients of friction are 0.05 for the
collar and 0.08 for the screw. The frictional diameter of the collar is 30 mm. Find the torque
required to rise and lower the load. Also find the efficiency of the power screw. (10 Marks)
* * * * *
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