Structural Vibration (English)

   Friday, April 19, 2024   

Starting a new Lecture Notes Series on Structural Vibration

Youtube Lecture Playlist Credits 

Channel Name: NPTEL IIT Guwahati

So Let Us Start to This Journey of Learning 

Structural Vibration By Lecture Notes together!

Lecture 1: Structural Vibration

Lecture 2: Lec 1: D’Alembert Principle & Degrees of Freedom

Lecture 3: Lec 2: Simple Harmonic Motion

Lecture 4: Lec 3: Examples

Lecture 5: Lec 4: Undamped Free Vibration

Lecture 6: Lec 5: Damped free vibration

Lecture 7: Lec 6: Logarithmic Decrement & Coulomb Damped Free Vibration

Lecture 8: Lec 7: Structural Damping

Lecture 9: Lec 8: Damped Forced Vibration

Lecture 10: Lec 9: Response due to Harmonic Excitation

Lecture 11: Lec 10: Response due to Harmonic Excitation Contd.

Lecture 12: Lec 13: Examples Set 1

Lecture 13: Lec 12: Transmissibility & Support Motion Problem

Lecture 14: Lec 13: Examples Set 2

Lecture 15: Lec 14: Impulse Response function

Lecture 16: Lec 15:Duhamel’s Integral

Lecture 17: Lec 16: Response in Frequency Domain

Lecture 18: Lec 17: Response due to Periodic and Non Periodic Excitations

Lecture 19: Lec 18: Nigam & Jennings and Central Difference method

Lecture 20: Lec 19: Wilson Theta and Newmark Method

Lecture 21: Lec 20: MATLAB Examples

Lecture 22: Lec 21: Response Spectrum

Lecture 23: Lec 22: MATLAB Code Generation

Lecture 24: Lec 23: Generalized SDOF system

Lecture 25: Lec 24: Rayleigh's Method and Calculus of Variation

Lecture 26: Lec 25: Hamilton's Principle to Lagrange Equation

Lecture 27: Lec 26: D'Alembert's Principle to Lagrange Equation

Lecture 28: Lec 27: Hamilton's Canonical Form

Lecture 29: Lec 28: Natural Frequencies and Mode shapes of MDOF system

Lecture 30: Lec 29: Modal Orthogonality and Modal Decomposition

Lecture 31: Lec 29: Rayleigh Damping Model and Free Vibration

Lecture 32: Lec 31: Response Analsysis in Time Domain

Lecture 33: Lec 32: Response Analysis in Frequency Domain

Lecture 34: Lec 33: Response History Analysis

Lecture 35: Lec 34: Response Spectrum Analysis

Lecture 36: Lec 35: Model Reduction Techniques

Lecture 37: Lec 36: Free Vibration of Beams

Lecture 38: Lec 37: Forced Vibration of Beams

Lecture 39: Lec 38: FE Modelling and Modal Analysis of a Building

Lecture 40: Lec 39: Modal Superposition Analysis of a Building

Lecture 41: Lec 40: Response Spectrum Analysis of a Building

Lecture 42: Lec 41: Modal Analysis of a Steel Bridge