ME-502 RGPV B.Tech
Mechanical Vibrations (MV)
Previous year papers and the official syllabus are free to read, no account needed.
Previous Year Papers
5 papers, latest Jun 2025
- ME-502 paper, Jun 2025
- ME-502 paper, Dec 2024
- ME-502 paper, May 2024
- ME-502 paper, Nov 2023
- ME-502 paper, Nov 2022
Syllabus, notes and important questions for ME-502
Syllabus units
Topics as the official RGPV syllabus lists them.
Unit 1 Fundamental Aspects of Vibrations 9 topics
- Vibration, its main causes, advantages and disadvantages
- Engineering applications of vibration and noise
- Vector method of representing harmonic motion
- Characteristics of vibration, harmonic analysis and beats phenomenon, work done by harmonic forces on harmonic motion
- Periodic and non‑harmonic functions – Fourier series analysis and evaluation of Fourier coefficients
- Elements of vibratory system; lumped and distributed parameter systems
- Undamped free vibrations – derivation of differential equation of motion using energy method, Newton’s second law, and Rayleigh’s method
- Solution of differential equation of motion – natural frequency of vibration
- Systems involving angular oscillations such as the compound pendulum
Unit 2 Damped Free Vibrations 7 topics
- Viscous damping: damping coefficient and damping ratio
- Under‑damped, over‑damped and critically damped systems
- Logarithmic decrement
- Frequency of damped free vibration
- Coulomb (dry‑friction) damping and comparison with viscous damping (frequency, decay rate)
- Solid and structural damping
- Slip or interfacial damping
Unit 3 Harmonically Excited Vibration 7 topics
- One‑degree‑of‑freedom forced harmonic vibration
- Vector representation of forces
- Excitation due to rotating and reciprocating unbalance
- Vibration isolation, force and motion transmissibility
- Absolute and relative motion of mass (seismic instruments)
- Whirling motion and critical speed – definitions, significance and calculation for a vertical light flexible shaft with single rotor (with and without damping)
- Critical speed of a shaft carrying multiple discs (without damping) and secondary critical speed
Unit 4 Systems With Two Degrees of Freedom 7 topics
- Un‑damped free vibration of 2‑DOF systems and principal modes of vibration
- Torsion vibrations
- Forced un‑damped vibrations with harmonic excitation
- Coordinate coupling
- Dynamic vibration absorber
- Torsion vibration absorber
- Pendulum‑type dynamic vibration absorber
Unit 5 Noise Engineering – Subjective Response of Sound 7 topics
- Frequency‑dependent human response to sound and the decibel scale
- Relationship among sound pressure level (SPL), sound power level and sound intensity level
- Addition, subtraction, averaging of sound levels; sound spectra and octave‑band analysis
- Loudness, weighting networks, equivalent sound level, auditory effects of noise
- Hazardous noise, exposure from machines/equipment, hearing conservation, damage‑risk criteria and daily noise dose
- Noise sources, isolation and control – road and industrial sources, construction equipment, industrial noise control strategies at source, along the path and at the receiver
- Control measures: sound enclosures, acoustic barriers, ear defenders, earplugs, semi‑insert protectors
Unit 6 == END OF UNITS==
The syllabus lists no separate topics for this unit.
Exam insights
Counted from 5 past ME-502 papers.
Marks asked per paper, by unit
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Unit 1 Fundamental Aspects of Vibrations 22 marks
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Unit 2 Damped Free Vibrations 18 marks
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Unit 3 Harmonically excited Vibration 31 marks
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Unit 4 Systems With Two Degrees of Freedom 21 marks
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Unit 5 Noise Engineering Subjective response of sound 14 marks
Average marks of the questions from each unit in one paper. You answer only some of them, so the total is more than the paper’s maximum.
Asked again and again
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Numerical on displacement transmissibility and vibration isolation under base/support harmonic excitation: find natural frequency, transmitted amplitude, acceleration, dynamic load, damping and isolator stiffness/deformation.
Asked 5 times: 2025, 2024, 2020
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Find the natural frequencies and mode shapes (amplitude ratios) for the 2-DOF spring-mass system in Fig. 3
Asked 3 times: 2025, 2024, 2022
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What is whirling of shaft? Derive the expression and show that the whirling critical speed equals the natural transverse vibration frequency, with physical significance.
Asked 3 times: 2024, 2022