# Download GTU B.Tech 2020 Summer 4th Sem 2141907 Machine Design And Industrial Drafting Question Paper

Download GTU (Gujarat Technological University Ahmedabad) B.Tech/BE (Bachelor of Technology/ Bachelor of Engineering) 2020 Summer 4th Sem 2141907 Machine Design And Industrial Drafting Previous Question Paper

Seat No.: ________
Enrolment No.___________

GUJARAT TECHNOLOGICAL UNIVERSITY
BE - SEMESTER? IV EXAMINATION ? SUMMER 2020
Subject Code: 2141907 Date:02/11/2020
Subject Name: Machine Design & Industrial Drafting
Time: 10:30 AM TO 01:00 PM Total Marks: 70
Instructions:
1. Attempt all questions.

2. Make suitable assumptions wherever necessary.

3. Figures to the right indicate full marks.

MARKS
Q.1 (a) List with application the different theories of failures
03

(b) Describe Hertz contact stress theory giving suitable examples
04

(c) Explain the step by step design procedure of spigot and socket
07
cotter joint.

Q.2 (a) Distinguish between cotter joint and knuckle joint.
03

(b) Define cotter. Why taper is provided on a cotter?
04

(c) Design a knuckle joint for a tie rod of a circular section to sustain
07
a maximum pull of 70 kN. The ultimate strength of the material of
the rod against tearing is 420 MPa. The ultimate tensile and
shearing strength of the pin material are 510 MPa and 396 MPa
respectively.Determine the tie rod section and pin section. Take
factor of safety = 6.

OR

(c) Explain the design procedure for Rocker Arm.
07

Q.3 (a) List the different types of shafts and write the material properties
03
required for a shaft.

(b) Draw neat sketches of different types of keys and state their
04
applications.

(c) Two 35 mm shafts are connected by a flanged coupling. The
07
flanges are fitted with 6 bolts on 125 mm bolt circle. The shafts
transmit a torque of 800 N-m at 350 r.p.m. For the safe stresses
mentioned below, calculate 1. diameter of bolts ; 2. thickness of
flanges ; 3.power transmitted.
Safe shea
r stress for shaft material = 63 MPa
Safe stress for bolt material = 56 MPa
Safe stress for cast iron coupling = 10 MPa

OR

Q.3 (a) Differentiate shaft, spindle and axle.
03

(b) Discuss the function of a coupling. Give at least three practical
04
applications.

(c) Compare the weight, strength and stiffness of a hollow shaft of the
07
same external diameter as that of solid shaft. The inside diameter
of the hollow shaft being half the external diameter.Both the shafts
have the same material and length.
Q.4 (a) Define pitch, transverse pitch and diagonal pitch of riveted joints.
03

(b) Explain the various ways in which a riveted joint may fail.
04

(c) A double riveted double cover butt joint in plates 20 mm thick is
07
made with 25 mm diameter rivets at 100 mm pitch. The
permissible stresses are :tensile stress= 120 MPa;shear stress =
1

100 Mpa,compressive= 150 Mpa.Find the efficiency of joint,

taking the strength of the rivet in double shear as twice than that
of single shear.

OR

Q.4 (a) Explain eccentric loaded welded joint?
03

(b) Differentiate welded and threaded joints.
04

(c) A plate 75 mm wide and 12.5 mm thick is joined with another plate
07
by a single transverse weld and a double parallel fillet weld as
shown in Fig.1. The maximum tensile and shear stresses are 70
MPa and 56 MPa respectively. Find the length of each parallel
fillet weld, if the joint is subjected to both static and fatigue
and for parallel fillet welds is 2.7.
Q.5 (a) What is self-locking of power screw? Explain the condition for
03
self-locking.

(b) Calculate the tolerances for the shaftdesignated as 40 H8 / f7.Take
04
standard tolerance for the hole of grade 8 =25i and shaft of grade
7 =16 i.

(c) Differentiate between with neat sketches
07
1.shaft basis system and hole basis system of fits
2.clearance,interference and transition fit

OR
Q.5 (a) What do you mean by a column? What is the effect of end
03
condition on the crippling load capacity of a column?
(b) What are the parameters used for surface roughness measurement?
04
Explain any two.
(c) Explain Johnson's formula for columns. Justify the use of
07
Johnson's formula and Euler's formula for different applications.

Figure 1.
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