Week 1: Need and significance of vibration analysis, basic process, approaches for modelling a mechanical system
Week 2: Single DOF system, Free vibration response, Newtonian and Energy approaches for the governing equations of motion
Week 3: Various damping mechanisms and ways to include them in the mathematical model
Week 4: Response to transient excitation, use of Convolution integral
Week 5: Forced Vibration: harmonic and periodic excitation, Whirling of rotors, Campbell Diagram
Week 6: Base excited system, Vibration Isolation and Transmissibility
Week 7: Two DOF system: Natural frequencies, Concept of Mode shape, Response to initial conditions
Week 8: Vibration response analysis (Free/forced), design of vibration absorber, Design of automotive torsional damper, Vibration isolation in 3 DOF system
Week 9: MDOF system, eigenvalues and eigenvectors, Orthogonality of mode shapes, and its use in modal analysis approach to finding the vibration response (free/forced)
Week 10: Transfer Matrix methods for large DOF systems, Holzer and Myklestad-Prohl Methods
Week 11: Modelling a vibratory system as a continuous system (distributed parameter model); cases of string, bar, rod, beam, Introduction to use of FEA approach to solve vibration problem
Week 12: Introduction to vibration-based condition monitoring, Introduction to Random vibration
DOWNLOAD APP
FOLLOW US