Anna University Model Question Paper BE V sem Mechanical DESIGN OF MACHINE ELEMENTS

MODEL QUESTION PAPER

B.E.  Degree Examinations

Mechanical Engineering

SEMESTER : V

ME  331 – DESIGN OF MACHINE ELEMENTS

 

Time : 3 Hours                                                                                   Maximum Marks : 100

Answer All Questions

 

USE OF APPROVED DESIGN DATA BOOK PERMITTED

 

PART –  A             10 x 2 = 20  Marks

 

                  

  1. Sketch the stress-strain diagram for a ductile specimen and indicate its salient features.

2.         Indicate the type of fit used in the assembly of bush in the big-end of the connecting rod of an automobile.

3.         Define ‘endurance limit’ in design

4.         Indicate the type of fit specified by 120 H7p6in a drawing.

5.         Mention any two desirable properties of the material used in an automobile piston.

6.         Sketch and indicate the salient parts of a flange coupling.

7.         Mention the stresses induced in a taper key used in a coupling.

8.         What is a ‘bearing characteristic number’.

9.         Mention the names of any four theories of failure.

10.       Define ‘coefficient of fluctuation of speed’ in a flywheel.

 

 

PART – B             5 x 16 = 80 Marks

 

11. i)    A load  of  5 KN is to be raised by means of a steel wire. Find the minimum      diameter required, if the permissible stress in the wire is not to exceed              100 N /mm2                                                                                                    (4 Marks)

 

ii)                  A square bar of 20 mm x 20 mm in section is subjected to a bending moment of 1000 Nmm. Calculate the stress induced in the top and bottom fibres of the bar. What will be stress in the above fibres, if the bar is additionally acted upon by a tensile stress of 50 N/mm2 along the axis.                                                 (6 Marks)

iii)                A circular shaft is to transmit a torque of 500 Nmm at a speed of 1000 rpm. Find out the diameter of the shaft, if the permissible shear stress in the shaft material is 70 N/mm2.                                                                                                                                      (6 Marks)

 

12.a)    A shaft is supported by two bearing arranged 1 m apart, A 600 mm diameter        pulley is mounted at a distance of 300 mm to the right of the left hand            bearing and this drives a pulley directly below it with the help of a belt having            maximum tension of 2.25 kN. Another pulley of 400mm diameter is placed            200 mm to the left of the right hand bearing and is driven with the help of an            electric motor and a belt, horizontally to the right. The angle of contact for            both the pulley is 1800 and the coefficient of friction is 0.24. Design the            diameter of the solid shaft, allowing a working stress of 60 N/mm2 in tension           and 40 N/mm2 in shear for the material of the shaft. Assume the torque input            & torque output are equal.

                                                                    OR 

12.b)    A bar of circular cross section is subjected to alternating tensile forces varying           from a minimum of 200 kN to maximum of 500 kN. It is to be manufactured           from a material with an ultimate tensile strength of 90 MPa and an endurance           limit of 70 MPa. Determine the diameter of the bar using safety factors of 3.5           in ultimate tensile strength and 4 in endurance limit strength and stress           concentration factor of 1.65 for fatigued load. Use Goodman relation for the           basis of design.

13.a)    A circular rod 45 mm diameter and 210 mm long is welded to a steel plate                with axis of the rod perpendicular to the plate. The rod is subjected to a                load of 10 kN at the free end, the direction of the load being perpendicular to                the axis of the rod. The material of the plate & the rod are Mild Steel.                Determine the size of the weld to withstand the loading.

OR

13.b)    An electric motor weighting 5 kN is to be lifted by eye-bolt, which has been              screwed into the body of the motor. Define the eye-bolt, assuming suitable              proportions, if the permissible stresses for the bolt material are 60 MPa, 30 Mpa              and 80 MPa in tension, shear and crushing respectively.

 

14.a)    Select a deep groove ball bearing for a radial load of 4000 N and an axial           load of 5000 N, operating at speed of 1600 rpm for an average life of 5 years           at 10 hours per day. Assume uniform and steady load.

OR

14. b)   Design a connecting rod for a petrol engine for the following data:

            Diameter of the piston                  =          68 mm

            Stroke length                                 =          80 mm

            Length of connecting rod             =          160 mm

            Maximum explosion pressure        =          3.5 N/ mm2

            Mass of reciprocating parts           =          2.5 kg

            Speed                                            =          4000 rpm

            Compression ratio                         =          8 :1 

 

15.a)    A helical compression spring of the exhaust valve mechanism is initially             compressed with a pre-load of 375 N. When the spring is further compression and the valve is fully opened, the torsional shear stress in the spring wire should not exceed 750 N/mm2. Due to Space limitations, the outer diameter of the spring is not exceed 42 mm. The spring is to be designed for minimum weight.            Calculate the wire diameter and the mean coil diameter of the spring.

 

                                                            OR

15.b)    A semi-elliptic leaf spring consists of two extra full-length leaves and six          graduated length leaves, including the master leaf. Each leaf is 7.5 mm thick          and 50 mm wide. The center-to-centre distance between the two eyes is 1m.          The leaves are pre-stressed in such a way that when the load is maximum, the stresses induced in all the leaves are equal to 350 N / mm2.Determine the maximum force that the spring can withstand.

 

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