1. 2.
3.
線性系統
LINEAR SYSTEMS

Solvability of systems of linear equations, vector analysis, and vector ordinary differential equations are discussed in the context of finite dimensional linear systems. Specific topics that will be addressed are 1. Mathematical Description of Systems 2. Linear Algebra 3. State-Space Solution and Realizations 4. Stability 5. Controllability and Obervability 6. State Feedback Design 7. Observer Design 8. Kalman Canonical Structures 9. MIMO Poles and Zeros
Solvability of systems of linear equations, vector analysis, and vector ordinary differential equations are discussed in the context of finite dimensional linear systems. Specific topics that will be addressed are 1. Mathematical Description of Systems 2. Linear Algebra 3. State-Space Solution and Realizations 4. Stability 5. Controllability and Obervability 6. State Feedback Design 7. Observer Design 8. Kalman Canonical Structures 9. MIMO Poles and Zeros

課程教育目標
A 紮實的專業知識與技能 Professional knowledge and skills.
B 獨立研發與創新能力 Independent research and creativity.
C 團隊精神與領導能力 Spirit of team work and leadership.
D 國際觀與前瞻宏觀視野 Global vision.
E 人文素養與服務精神、專業倫理與終身學習 Quality of humanism, spirit of service, professional ethics, lifelong learning.
課程基本素養與核心能力
A 機械工程之專業知識
C 專業論文與報告之撰寫和表達能力
D 創新思考與獨立研究之能力
H 自我成長之能力(人文素養與服務精神、專業倫理與終身學習)
J 誠信負責與務實素養
L 多元文化與國際視野
近年開課資訊
開課年度 課程碼 分班碼 課程名稱
(超連結為課程大綱)
學分數 英語授課 授課教師
0108/1 N154000 線性系統 3.0 N 田思齊
0107/1 N154000 線性系統 3.0 N 田思齊
0106/1 N154000 線性系統 3.0 N 田思齊
0105/1 N154000 線性系統 3.0 N 田思齊
0104/1 N154000 線性系統 3.0 N 田思齊
0103/1 N154000 線性系統 3.0 N 田思齊
0102/1 N154000 線性系統 3.0 N 田思齊
0101/1 N154000 線性系統 3.0 Y 田思齊
0100/1 N154000 線性系統 3.0 Y 田思齊
0099/1 N154000 線性系統 3.0 Y 田思齊
0098/1 N154000 線性系統 3.0 Y 田思齊