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Mechanical Engineering
Mechanical Vibrations (Web)
Syllabus
Co-ordinated by :
IIT Guwahati
Available from :
2009-12-31
Lec :
1
Modules / Lectures
Introduction
BASIC TERMINOLOGY IN VIBRATIONS
Single-DOF Free Undamped Vibrations
FREE VIBRATIONS
Single-DOF Free Damped Vibrations
DAMPED SYSTEM
Single-DOF Free Forced Vibrations
Forced Harmonic Vibration, Magnification Factor
Alternative methods for Finding Response of SDOF Systems
Rotating Unbalance, Whirling of Shafts
Support Motion,Vibration Isolation,Equivalent viscous damping,Sharpenss of resonance
Derivation of Equation of Motion
Application of Newton's second law
Work Energy Principle
virtual work and Generalized d?Alembert Principle
Extended Hamilton's Principle and Lagrange's Principle
Solved Examples-Derivation of Equation of Motion
Two-DOF Free Vibrations
Derivation of Equation of Motion and coordinate Coupling
Free vibration using normal modes
Forced Harmonic Vibration
VIBRATION ABSORBER
Multidegree of Freedom Systems
Properties of Vibrating Systems : Flexibility and Stiffness Matrices, reciprocity Theorem
Modal Analysis (Free) :Undamped,Damped Vibration
Modal Analysis :Forced Vibration
Torsional vibration
Torsional Vibrations
Finite Element Method
Solved Examples-Torsional vibration
Continuous Systems: Closed Form Solutions
Vibration of Taut Strings and Longitudinal Vibration of Rod
Derivation of EOM by Hamilton 's Principle and Boundary Conditions
Solution of Wave Equation
Transverse vibration of Beams
Continuous Systems: Approximate Solutions
Approximate Methods For Multi-Dof And Continuous Systems
Dunkerley's Method (Semi empirical) approximate solution
Galerkin's method
Finite element analysis
Transverse Vibrations of Continuous Beams
Signature Analysis and Preventive Maintenance
Signal Generation, Measuring and Conditioning Instruments
Vibration signatures and standards
Field balancing of Rotors
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