Subject Code: 2131906
GUJARAT TECHNOLOGICAL UNIVERSITY
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BE - SEMESTER- III (New) EXAMINATION — WINTER 2019Subject Name: Kinematics of Machines
Time: 02:30 PM TO 05:00 PM
Instructions:
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- Attempt all questions.
- Make suitable assumptions wherever necessary.
- Figures to the right indicate full marks.
- Q1 (a) Define the following terms: Kinematics, Kinematics Chain, and Kinematics Mechanism. MARKS 03
- (b) Classify the kinematics pairs. MARKS 04
- (c) Explain inversion of four bar mechanism with the help of examples. MARKS 07
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- Q2 (a) Explain the types of instantaneous centers. MARKS 03
- (b) Explain coriolis component of acceleration. MARKS 04
- (c) In Fig a four-link mechanism is shown. The dimensions of various links are; AB = 50 mm, BC=66 mm, CD= 56 mm and AD=100 mm. Determine (1) velocity of the point C (ii) Velocity of the point E on the link BC, if BE = 40 mm, (ii1) Angular Velocity of the link BC and CD, (iv) Rubbing velocity of pins A, B, C and D when the radii of the pins are 30, 40, 25, and 35 mm respectively. At the instant angle DAB = 60°, the link AB has an angular velocity of 10.5 rad/s and rotates in counter-clockwise direction: MARKS 07
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OR
- Q3 (a) PQRS is a four bar chain with links PS fixed. The lengths of the links are PQ = 62.5 mm; QR = 175 mm; RS = 112.5 mm; and PS = 200 mm. The crank PQ rotates at 10 rad/s clockwise. Draw the velocity and acceleration diagram when angle QPS = 60° and Q and R lies on the same side of PS. Find the angular velocity and acceleration of link QR and RS. MARKS 07
- (b) What is a straight line motion mechanism? Give its classification. MARKS 03
- Q3 (a) With a neat sketch of Hart’s Mechanism prove that it Produces an exact straight line motion. MARKS 04
- (b) Show Davis’s steering gear mechanism and derive equation for it. MARKS 07
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OR
- Q4 (a) Define synthesis. MARKS 03
- (b) Explain function generation, path generation and motion generation. MARKS 04
Date: 5/12/2019 Total Marks: 70
- Q4 (a) Define: Module, Tooth thickness, Backlash. MARKS 03
- (b) What do you mean by interference in gear? MARKS 04
- (c) Derive the equation for finding the length of path of contact for pair of involute gear. MARKS 07
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OR
- Q5 (a) Give the three applications of gear trains. MARKS 03
- (b) Explain compound gear train with a neat sketch. MARKS 04
- (c) In a reverted epicyclic gear train, the arm A carries two gears B and C and a compound gear D-E. The gear B meshes with gear E and the gear C meshes with gear D. the number of teeth on gear B, C and D are 75, 30, and 90 respectively. Find the speed and direction of gear C when gear B is fixed and the arm A makes 100 rpm clockwise. MARKS 07
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- Q5 (a) Define cam and follower. MARKS 03
- (b) Explain types of cam with sketches. MARKS 04
- (c) Draw the cam profile for a disc cam and knife edge follower from the following data for one revolution of cam. (i) Angle of rise = 60° (i) Follower lift = 40 mm with uniform velocity (iii) Angle of dwell (at rise) = 30° (iv) Angle of fall = 60° where follower moves with uniform velocity. (v) For remaining period of 210, the follower remains in same position (vi) Diameter of base circle of cam = 50 mm MARKS 07
OR
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- Q5 (@ Define terms related to cam: Pitch circle, Pressure angle, Stroke of the follower. MARKS 03
- (b) Classify the followers. MARKS 04
- (c) A flat face follower is moved with S. H. M. by a disc cam. Follower rises for 30 mm during the cam rotation(of 120°, remains in the same position during 30° of the cam rotation; follower returns to original position during further 120° of rotation of cam (@nd then for last 90° of rotation follower remain stationary. Minimum radius of cam is 25 mm and the diameter of the circular flat face follower is 25 mm. Draw the cam profile. MARKS 07
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