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SHRI SANT GADGE BABA COLLEGE OF ENGG. & TECH, BHUSAWAL DEPARTMENT OF MECHANICAL ENGG. UNIT TEST-II - (Session2!!-2!2" #UESTION BAN$ S% 'e )*- Me + ni i/ )ion C ss-B.E (Me +" #.! The weight of an electrical motor is 125 N and it runs at 1500 rpm armature weight 35 N and its centre of gravity lies 0.05 cm from t rotation. The motor is mounted on five spring of negligible dampin the force transmitted is one eleventh of the impressed force. ssu weight of the motor is e!ually distributed among the five spring. 1. #tiffness of each spring. 2. "ynamic force transmitted in the base at the operating speed 3. Natural fre!uency of the system. #.2 $rite a short note on %oudaille damper #.0 &xplain vibration measuring instruments #.1 "erive the expression of forced vibration with hysteresis #. $rite a short note on magnification factor. #.3 &xplain the methods to control of vibration #.4 "escribe vibration isolation and explain forced vibration with rot reciprocating unbalance. #.5 &xplain logarithmic decrement

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SHRI SANT GADGE BABA COLLEGE OF ENGG

SHRI SANT GADGE BABA COLLEGE OF ENGG. & TECH, BHUSAWAL

DEPARTMENT OF MECHANICAL ENGG.

UNIT TEST-II - (Session2011-2012)QUESTION BANKSubject:- Mechanical Vibration Class-B.E (Mech)Q.1The weight of an electrical motor is 125 N and it runs at 1500 rpm. The armature weight 35 N and its centre of gravity lies 0.05 cm from the axis of rotation. The motor is mounted on five spring of negligible damping so that the force transmitted is one eleventh of the impressed force. Assume that the weight of the motor is equally distributed among the five spring. Determine

1. Stiffness of each spring.

2. Dynamic force transmitted in the base at the operating speed.

3. Natural frequency of the system.

Q.2Write a short note on Houdaille damper

Q.3Explain vibration measuring instruments

Q.4Derive the expression of forced vibration with hysteresis

Q.5Write a short note on magnification factor.

Q.6Explain the methods to control of vibration

Q.7Describe vibration isolation and explain forced vibration with rotating and reciprocating unbalance.

Q.8Explain logarithmic decrement