國立清華大學資訊工程學系 特聘教授
國立交通大學電子工程學系 博士
| 經歷: | 國立清華大學96、101、104校傑出教學獎 |
| 網站: | http://nthucad.cs.nthu.edu.tw/~wcyao |
| 授課: | 工程數學、數位邏輯設計、電子電路學 |
| 專長: | 量子邏輯電路合成,、VLSI設計自動化、設計驗證 |
授課老師
課程試聽
王俊堯 教授
最新消息
課程大綱
Engineering Mathematics in this class is to teach how to solve differential equations, which are models in many engineering problems. This post-calculus mathematics is needed and used by today's scientists and engineers....
課程說明
Course Description
Engineering Mathematics in this class is to teach how to solve differential equations, which are models in many engineering problems. This post-calculus mathematics is needed and used by today's scientists and engineers. It will cover the following topics:
Course Description
Engineering Mathematics in this class is to teach how to solve differential equations, which are models in many engineering problems. This post-calculus mathematics is needed and used by today's scientists and engineers. It will cover the following topics:
| 1 | First order differential equations |
| 2 | Second order differential equations |
| 3 | Laplace transform |
| 4 | Series solutions for differential equations |
| 5 | Systems of differential equations |
| 6 | Fourier series |
指定用書
Textbooks
| ♠ | |
| 5th edition,Thomson Brooks/Cole. |
參考書籍
References
| ♠ | Erwin Kreyszig, "Advanced Engineering Mathematics", 8th edition, Wiley. |
教學方式
Teaching Method
| ♠ | Lecture with white boarding writing |
教學進度
Syllabus
| 1 | First order differential equations |
| 2 | Second order differential equations |
| 3 | Laplace transform |
| 4 | Series solutions for differential equations |
| 5 | Systems of differential equations |
| 6 | Fourier series |
| |
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回頂端- 工程數學
- Engineering Mathematics
- Variable Separable Method
- Ordinary Differential Equations
- Integrating factors & Linear ODEs
- Higher degree ODEs
- Method of Variation parameter
- The Laplace Transform - Transformation Theorems
- The Laplace Transform - Systems of Linear Diff. Eqs
- Series Solutions3
- Fourier Series
