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Kinematics and Kinetics of Particles
Fundamentals of Dynamics
Rectilinear Continuous Motion
Rectilinear Motion with Constant Acceleration
Rectilinear Erratic Motion
Curvilinear Motion_ Rectangular Components
Curvilinear Motion Normal and Tangential Components, Cylindrical Components
Absolute Dependent Motion Analysis
Relative Motion of Two Particles
Equations of Motion Rectangular Coordinates, Normal and Tangential Coordinates, Cylindrical
Coordinates
Principle of Work and Energy
Principle of Linear Impulse and Momentum
Conservation of Linear Momentum for a System of Particles
Impact and the Coefficient of Restitution
Angular Impulse and Momentum
Kinematics and Kinetics of Rigid Bodies
Rigid Body Planar Motion. Translation
Rotation about a Fixed Axis
General Plane Motion: Relative Motion Analysis
Instantaneous Center of Zero Velocity
Absolute Motion Analysis
Relative Motion Analysis Using Rotating Axes
Equations of Motion for Planar Motion: Translation and Rotation
Equations of motion for planar motion: General plane motion
Work and Energy for Rigid Body Planar Motion
Impulse and Momentum for Rigid Body Planar Motion
Vibration of SDOF Systems
Vibration of MDOF Systems
Vibration of Continuous Systems
Introduction to the basic components and usage of vibration and control systems
Parameters testing of free-vibration SDOF systems
Parameters testing of forced-vibration SDOF systems
Natural frequency and mode of vibration testing of MDOF systems
Modal analysis and testing of MDOF systems
Modal analysis and testing of free beam system based on variable time-based hammering method
Final Exam (Week 17 or 18)
教材及其它参考资料 Textbook and Supplementary Readings
R.C. Hibbeler: Dynamics, 14
th
edition, Pearson Prentice Hall, 2016.
S.S. Rao: Mechanical Vibrations. 5
th
Edition, Pearson Prentice Hall, 2011.