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Engineering Vibration I Introduction Single Degree of Freedom Systems
Beginner
Online
5 Weeks
Free Quick Facts
| Medium Of Instructions | Mode Of Learning | Mode Of Delivery |
|---|---|---|
| English | Self Study | Video and Text Based |
Courses and Certificate Fees
| Certificate Availability | Certificate Providing Authority |
|---|---|
| yes | Georgia Tech |
The Syllabus
- Introduction and Importance of Vibrations
- Vibrations Modeling System Elements - Mass
- Vibrations Modeling System Elements – Linear and Torsional Springs
- Equivalent Spring Constants for Multiple Springs
- Equivalent Spring Constants for Axially and Torsionally Loaded Members
- Equivalent Spring Constants for Beam Structures
- Vibrations Modeling System Elements – Damper
- Generalized Coordinates and Degrees of Freedom
- Model Real World Systems
- Static Equilibrium – SDOF
- Derive Differential Equation of Motion – SDOF translational motion
- Solve Differential Equation of Motion – SDOF translational motion
- Natural Frequency/Period of Oscillation
- Transient Response Solution
- Phase Angle Form of Solutions
- Analyze Position, Velocity, Acceleration Solutions – SDOF systems
- Solve for Undamped, Free Vibration
- Derive Differential Equation of Motion – SDOF rotational motion
- Derive Differential Equation of Motion – SDOF rotational motion
- Solve Differential Equation of Motion – SDOF rotational motion/Stability
- Solve Undamped, Free Vibration problems
- Derive Differential Equation of Motion – SDOF damped, free vibration
- Cases of Damping/Critical Damping
- Derive Differential Equation of Motion – SDOF damped, free vibration
- Plot and Interpret Transient Underdamped Vibration
- Solve Differential Equation of Motion – SDOF damped, free vibration
- Logarithmic Decrement
- Solve Differential Equation of Motion - SDOF rotational damped, free vibration
- Solve for natural frequency, damping factor, and time to decay
- Overdamped Vibration
- Critically Damped Vibration
- Course Conclusion