課程目標:
熟悉基本結構學原理,具備超静定穩定結構之力學分析之學識能力,理解矩陣力法和位移法之基本概念與計算流程。
課程內容概要:
I. Method of consistent deformations (諧和變形方法)
II. Slope-deflection method (傾角變位法)
III. Moment-distribution method (彎矩分配法)
IV. Matrix force method (矩陣力法)
V. Matrix displacement method (矩陣位移法)
7. 成績計算方式:
(a) 3 Midterm Exams. ................................................................................... 90%
(b) Homeworks............................................................................................... 9%
8. 教科書或主要參考書:
(a) Hibbeler, R.C. 1995, Structural Analysis, Prentice Hall, New Jersey, USA.
(b) Hsieh, Y.Y. and Mau, S.T. 1998, Elementary Theory of Structures, Prentice Hall, New
Jersey, USA.
(c) 徐德修 2004,結構學(上冊),台南,台灣。
適合選修對象:
大三必修
建議先修基礎課程:
静力學、材料力學、結構學(一)