using principles of analytical dynamics (Lagrange’s...
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Course Title Structural Dynamics and Earthquake Engineering
Course Unit Code CEE521
Type of Course Unit Optional
Level of Course Unit 2nd and 3rd cycle
Year of Study Graduate studies
Semester when the Course Unit is Delivered Spring
Number of ECTS Credits Allocated 8.0
Name of Lecturer(s) P. Roussis
Learning Outcomes of the Course Unit
Deep understanding and application of fundamental principles governing the dynamic behavior of discrete and continuous systems.
Fundamental differences in modeling and mathematical description of discrete and continuous systems.
Formulation of equations of motion for discrete systems using principles of analytical dynamics (Lagrange’s equations)
Numerical methods and applications to earthquake engineering using Matlab.
Frequency-domain method of analysis.
Prerequisites N/A Co-requisites N/A
Course Contents
Elements of analytical dynamics. Lagrange’s equations. Dynamic response of discrete single- and multi-degree-of-freedom systems. Vibration isolation. Modeling of damping in structures. Numerical evaluation of dynamic response. Earthquake response analysis. Frequency-domain method of response analysis. Dynamic response of continuous systems. Rayleigh's method. Dynamic response of seismically isolated structures.
Required Reading 1. Dynamics of Structures: Theory & Applications to Earthquake Engineering, Anil K. Chopra
Recommended Reading
1. Dynamics of Structures, R.W. Clough and J. Penzien.
2. Dynamics of Structures, J.L. Humar
3. Structural Dynamics: Theory and Computation, M. Paz
4. Principles of passive supplemental damping and seismic isolation, C. Christopoulos and A. Filiatrault.
Planned Learning Activities Practical Exercises and Assignments
Teaching Methods Lectures (3 hours/week)
Assessment Methods and Criteria Final exam, term project, homework assignments
Language of Instruction Greek Work Placement(s) N/A