![](data:image/png;base64,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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, and 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
Dynamic modelling using MATLAB
Dynamic modelling using ADAMS
Dynamic modelling using LabVIEW
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.
占考试总成绩百分比
% of final
score