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Mechanical Engineering
Kinematics and Dynamics of Machinery
1. Introduction to Mechanisms and Kinematics
2. Position and Displacement Analysis
3. Velocity Analysis
4. Acceleration Analysis
5. Kinematic Synthesis of Mechanisms
6. Cam Mechanisms
7. Gear Trains
8. Introduction to Dynamics of Machinery
9. Dynamic Force Analysis
10. Turning Moment and Energy Analysis
11. Flywheel Analysis
12. Balancing of Machinery
13. Governors
14. Introduction to Mechanical Vibrations
Introduction to Mechanical Vibrations
Basic Concepts
Vibration Phenomena
Harmonic Motion
Periodic and Non-Periodic Motion
Classification of Vibrations
Free and Forced Vibrations
Damped and Undamped Vibrations
Linear and Nonlinear Vibrations
Degrees of Freedom
Single DOF Systems
Multi-DOF Systems
Continuous Systems
Single Degree of Freedom Systems
Free Undamped Vibrations
Equation of Motion
Natural Frequency
Solution and Physical Interpretation
Initial Conditions
Free Damped Vibrations
Types of Damping
Viscous Damping
Coulomb Damping
Structural Damping
Viscous Damping Analysis
Underdamped Motion
Critically Damped Motion
Overdamped Motion
Damping Ratio
Critical Damping Coefficient
Logarithmic Decrement
Forced Vibrations
Harmonic Excitation
Steady-State Response
Transient Response
Resonance Phenomenon
Magnification Factor
Phase Relationship
Frequency Response
Torsional Vibrations
Torsional Vibration Fundamentals
Torsional Stiffness
Polar Moment of Inertia
Equation of Motion
Single Rotor Systems
Natural Frequency Calculation
Free Vibration Analysis
Two-Rotor Systems
Equations of Motion
Natural Frequencies
Mode Shapes
Node Points
Three-Rotor Systems
Equations of Motion
Multiple Natural Frequencies
Mode Shape Analysis
Practical Applications
Multi-Rotor Systems
Matrix Methods
Transfer Matrix Method
Holzer Method
Torsionally Equivalent Systems
Equivalent Shaft Concept
Reduction Methods
Branched Systems
Vibration in Machinery
Sources of Vibration
Vibration Measurement
Vibration Control Methods
Critical Speed Analysis
Balancing for Vibration Reduction
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1. Introduction to Mechanisms and Kinematics