課程介紹
(中) 此課程適合研究所碩士班學生修習,課程中介紹單、多、連續自由度等不同數值類型之結構動力模型求解原則,講解以多種可能之解析及數值方法來求解結構動力問題的條件與限制,藉由演練理論推導及習作求解練習的學習方式,提昇學生對動力分析方法之應用能力及對工程上常見動力行為之了解。
(Eng.)
Students attending this course often possess different levels of Dynamics background; some already have a good understanding of the principles of engineering dynamics, but others have acquired little of such knowledge from their undergraduate studies. The main aim of the course is thus to provide a general grounding in the basic principles of structural dynamics and their applications to Earthquake Engineering. This course deals with the dynamic analysis of structural responses in civil and mechanical engineering due to time-varying loadings such as machine-, wind- or earthquake-induced excitations. Its contents include structural modeling (lumped- or distributed-parameter), loading description, and numerical method to solve the dynamic equations of motion to obtain structural responses. In general, the structural response to any dynamic loading is expressed in terms of the displacement of the structure. Thus, the solution represents the time history displacement response corresponding to a given loading history.
(Eng.)
Students attending this course often possess different levels of Dynamics background; some already have a good understanding of the principles of engineering dynamics, but others have acquired little of such knowledge from their undergraduate studies. The main aim of the course is thus to provide a general grounding in the basic principles of structural dynamics and their applications to Earthquake Engineering. This course deals with the dynamic analysis of structural responses in civil and mechanical engineering due to time-varying loadings such as machine-, wind- or earthquake-induced excitations. Its contents include structural modeling (lumped- or distributed-parameter), loading description, and numerical method to solve the dynamic equations of motion to obtain structural responses. In general, the structural response to any dynamic loading is expressed in terms of the displacement of the structure. Thus, the solution represents the time history displacement response corresponding to a given loading history.
教科書:
"Dynamics of Structures - Theory and Applications to Earthquake Engineering", A.K. Chopra, (2012), 4th Ed., Prentice Hall.
本課程不開放報名