Lectures in this course:40
1 - Mod 1 - Lec 1 - Overview of the Course, Practical and Research Trends (1:02:52)
2 - Mod 1 - Lec 2 - Harmonic and Periodic Motions, Vibration Terminology (59:09)
3 - Mod 2 - Lec 1 - Vibration Model, Equation of Motion-Natural Frequency (59:05)
4 - Mod 2 - Lec 2 - Energy Method, Principle of Virtual Work (59:16)
5 - Mod 3 - Lec 1 - Viscously Damped Free Vibration Special Cases: Oscillatory, non-Oscillatory and critically damped motions (58:47)
6 - Mod 3 - Lec 2 - Logarithmic Decrement Experimental Determination of Damping Coefficient Hystersis Loop (59:32)
7 - Mod 3 - Lec 3 - Coulomb Damping other Damping Models (55:23)
8 - Mod 4 - Lec 1 - Forced Harmonic Vibration, Magnification Factor (56:42)
9 - Mod 4 - Lec 2 - Laplace Transform, Superposition Theorem (58:27)
10 - Mod 4 - Lec 3 - Rotor Unbalance and Whirling of Shaft, Transmissibility (58:32)
11 - Mod 4 - Lec 4 - Support Motion, Vibration Isolation (59:38)
12 - Mod 4 - Lec 5 - Sharpness of Resonance, Vibration Measuring Instruments (58:35)
13 - Mod 5 - Lec 1 - Generalized and Principle Coordinates, Derivation of Equation of Motion (59:53)
14 - Mod 5 - Lec 2 - Lagranges's Equation (59:23)
15 - Mod 5 - Lec 3 - Coordinate Coupling (1:00:18)
16 - Mod 5 - Lec 4 - Forced Harmonic Vibration (58:06)
17 - Mod 6 - Lec 1 - Tuned Absorber, Determination of Mass Ratio (59:29)
18 - Mod 6 - Lec 2 - Tuned and Damped Absorber, Untuned Viscous Damper (59:11)
19 - Mod 7 - Lec 1 - Derivation of Equations of Motion, Influence Coefficient Method (1:00:02)
20 - Mod 7 - Lec 2 - Properties of Vibrating Systems: Flexibility & Stiffness Matrices, Reciprocity Theorem (57:37)
21 - Mod 7 - Lec 3 - Modal Analysis: Undamped (59:05)
22 - Mod 7 - Lec 4 - Modal Analysis: Damped (59:01)
23 - Mod 8 - Lec 1 - Simple Systems With One Two or Three Discs Geared System (59:00)
24 - Mod 8 - Lec 2 - Multi-Degree of Freedom Systems-Transfer Matrix Method Branched System (1:02:25)
25 - Mod 9 - Lec 1 - Derivation of equations of motion part- and Hamliton's Principle (58:24)
26 - Mod 9 - Lec 2 - Derivation of equations of motion part- and Hamliton's Principle (59:53)
27 - Mod 9 - Lec 3 - Vibration of Strings (57:00)
28 - Mod 9 - Lec 4 - Longitudinal and Torsional Vibration of Rods (1:00:59)
29 - Mod 9 - Lec 5 - Transverse Vibration of Beams, Equations of Motion and Boundary Conditions (58:43)
30 - Mod 9 - Lec 6 - Transverse Vibration of Beams: Natural Frequencies and Mode Shapes (59:51)
31 - Mod 10 - Lec 1 - Rayleigh's Energy Method (1:00:03)
32 - Mod 10 - Lec 2 - Matrix Iteration Method (1:00:11)
33 - Mod 10 - Lec 3 - Durkerley, Rayleigh-Ritz and Galerkin Method (58:54)
34 - Mod 11 - Lec 1 - Finite Element Formulation for Rods, Gear Train and Branched System (1:08:11)
35 - Mod 11 - Lec 2 - Finite element formulation for beams:Galerkins method, beams elemental mass and stiffness matrices, elemental force vector (58:25)
36 - Mod 11 - Lec 3 - Global finite element assembly and imposition of boundary conditions and solution procedure (59:51)
37 - Mod 12 - Lec 1 - Vibration Testing Equipments: Signal Measurements (1:00:14)
38 - Mod 12 - Lec 2 - Vibration Testing Equipments: Signal Analysis (55:53)
39 - Mod 12 - Lec 3 - Field Balancing of Rotors (57:47)
40 - Mod 12 - Lec 4 - Condition Monitoring (58:25)

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