Dynamics of Machinery SPPU Endsem Question Paper Nov 2022
All 8 questions from this SPPU endsem paper, as printed. Read them here or open the PDF.
- Subject code
- 402042
- Pattern
- 2019 pattern
- Exam
- Endsem
- Session
- Nov 2022
- Max. marks
- 70
- Time
- 2½ Hours
- Semester
- VII
- Paper code
- [5927]-413
Printed for: B.E. (Mechanical)
Instructions to the candidates
- Answer Q1 or Q2, Q3 or Q4, Q5 or Q6, Q7 or Q8.
- Neat diagrams must be drawn whenever necessary.
- Figures to the right indicate full marks.
- Assume suitable data, if nessacary.
Questions
Q1
- a)[8]
A vibrating system is defined by the following parameters m=3kg, K=100N/m, C=3N-sec/m. Determine (i) Damping factor (ii) Natural frequency of damped vibration (iii) Logarithmic decrement (iv) Ratio of two consecutive amplitude and (v) Number of cycles after which the original amplitude is reduced to 20 percent.
- b)[5]
Derive the differential equation of motion for undamped free torsional vibration.
- c)[4]
What are the causes of vibration? Explain the advantages of vibration.
OR- a)
Q2
- a)[8]
A spring mass system has spring stiffness ‘K’ N/m and a mass of ‘m’ kg it has a natural frequency of vibration as 112Hz. An extra 2kg mass is coupled to ‘m’ and the natural frequency is reduced by 2Hz. Find the values of ‘K’ and ‘m’.
- b)[5]
By using energy method find the natural frequency of undamped free longitudinal vibrations.
Also asked:May 2023
- c)[4]
List the different types of damping and explain in detail any one type of damping? 2 UNIT - II
- a)
Q3
- a)[8]
Explain critical speed of shaft carrying single rotor.
- b)[10]
A machine of mass 1000kg is acted upon by an external force of 2450N in 1500rpm. To reduce the effect of vibration, isolators of rubber having a static deflection of 2mm under machine weight and an estimated damping factor of 0.2 are used. Determine. i) Amplitude of vibration of machine. ii) Force transmitted to the foundation. iii) Phase lag iv) Phase angle between transmitted force and exciting force. v) Speed at which the maximum amplitude of vibration would occur.
OR- a)
Q4
- a)[8]
Explain the significance of frequency response curves.
Also asked:Nov 2024
- b)[10]
An electric motor running at 1500 rpm is mounted on five springs and the force transmitted is one eleventh of the impressed force. The weight of the motor is 125 N while the armature weighs 35 N with its center of gravity 0.05 cm from the rotational axis. Determine: (i) Stiffness of each spring, (ii) Natural frequency of the system, (iii) Dynamic force transmitted to the base at operating speed. UNIT - III
- a)
Q5
- a)[10]
An electric motor running at 1500 rpm is mounted on five springs and the force transmitted is one eleventh of the impressed force. The weight of the motor is 125 N while the armature weighs 35 N with its center of gravity 0.05 cm from the rotational axis. Determine: (i) Stiffness of each spring, (ii) Natural frequency of the system, (iii) Dynamic force transmitted to the base at operating speed. 3
- b)[8]
Explain the concept of torsionally equivalent shaft and derive the equation for its equivalent length.
Also asked:Nov 2025 ·May 2025 ·Nov 2024 ·May 2024 ·Nov 2023 ·May 2023
OR- a)
Q6
- a)[10]
Two subway cars as shown in Fig. have 2000 kg mass each and are connected by a coupler. The coupler can be modelled as a spring of stiffness k = 280 kN/m. Write down the equations of motion and determine the natural frequencies and mode shapes.
- b)[8]
Explain the combined rectilinear and angular modes of vibration. UNIT - IV
- a)
Q7
ORQ8
- a)[8]
What is meant by time domain and frequency domain analysis? Explain how frequency spectrum can be used to detect vibration related faults.
- b)[5]
Write short note on “Noise control in industries”.
Also asked:May 2023
- c)[4]
This part has equations that don’t show as text. Open the PDF to read it.
- a)