本課程介紹動態系統的理論，並嘗試其在機器人工業的應用
1. 熟悉線性系統的解的性質與特徵值、特徵向量的關連
2. 熟悉非線性系統的在平衡點的局部分析
3. 學習非線性系統的行為:週期解，分歧，混沌
4. 學習產業通用語言 G-Code，了解G-Code內部運行的方式並實作簡單的插值器系統。
5. 了解Robot的運作原理與在產業上的應用，並實作簡單的串聯與並聯式機器人運動學。
6. 機械手臂運動路徑規劃

This course introduces the theory of the dynamic system and experiments with its application in robotics industry
1. Be familiar with the relationship between the properties of the solution of linear systems and the characteristics values ​​and characteristic vectors
2. Familiar with the local analysis of nonlinear systems at the equilibrium point
3. Learn the behavior of nonlinear systems: periodic solutions, differences, chaos
4. Learn G-Code, the general language of industry, to understand how G-Code operates internally and to implement a simple interpolation system.
5. Understand the operating principles of Robot and its industrial application, and implement simple serial and joint robotics movement learning.
6. Arm movement path planning

1. Differential equations, dynamical systems, and an introduction to chaos, Morris W. Hirsch, Stephen Smale, Robert L. Devaney,3rd Ed, 2013.

1. Differential equations, dynamic systems, and an introduction to chaos, Morris W. Hirsch, Stephen Smale, Robert L. Devaney, 3rd Ed, 2013.