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Hiểu phương pháp giải bài tập động lực học. - Vẽ được hình biểu diễn các lực chi phối chuyển động của vật. 2. Kỹ năng - Biết vận dụng các định luật Niu-tơn để giải bài toán về chuyển đ
Trang 1COURSE DISCRIPTION
(For all Master Programs in the Civil Engineering Faculty)
2 Lecturers: Assoc., Prof., Dr Do Kien Quoc (Head),
Bui Van Chung (M.Eng), Phan Ngoc Chau (Assoc Prof.)
3.Department: Mechanics of Materials
4 Discription
Dynamics of Structures is a basic course which provides the concepts, principles and
methods for dynamic response analysis of structures The course content is refered to that of the well-known Universities in the world as MIT, AIT… It is an important area in both theory and application in the field of Engineering Mechanics The knowledge anable the master students to carry out the researchs in their theses or practical applications The cousre is related to the
subjects as Strutural Mechanics, Finite Element Method, Theory of Plates and Shells…
5 Aims of Course
To provide the master students with the Theory of Structural Dynamics ranging from
concepts, principles and methods of analysis With the gained knowledge, they can perform their Master Theses or Practical Researches.
6 Course Content
Trang 2ChapterContentTeaching PeriodTotalTheoryExersis
-Generalised Coordinates and Systems
- Equation of Motion- Free Vibration
- Response to Harmonic Load- Vibration Isolation
- Response to Periodic Load Complex Form
- Response to Impulsive Load
- Response to General Load Analysis in Frequency Domain
- Response of nonlinear systems Newmark Method
- Equation of Motion
- Structural Property Matrix
- Reduction of Degrees of Freedom- Undamped Free Vibration
- Orthogonality of Mode Shapes- Critical Load (Stability Problems)- Dynamic Response – Mode Superposition Method
- Bending Vibration of Beams- Longitudinal Vibration of Bars- Dynamic Stiffness Matrix Method
Trang 35EXPERIMENT ON VIBATION OF A BEAM
- Damped Free Vibration: Response in Time Domain, Damping Ratio, Frequency
- Vibration due to Harmonic Load: Response in Time and Frequency Domain, Resonance
7 References
1. Do Kien Quoc,Lecture on Dynamics of Structures, 2000.
2. Clough R W., Penzien J., Dynamics of Structures, McGraw-Hill, 1993 (1975).
3. Chopra A K., Dynamics of Structures,Theory and Applications in Earthquake