電磁學(二) -103學年度
本課程是由 國立陽明交通大學電機工程學系 提供。
Electromagnetics II focuses on the propagation of electromagnetic waves and signals.
These concepts are important to understanding the phenomena in applications such as electro-optics (e.g. LCD displays), high-speed electronics (e.g. communication circuits) and wireless communication (e.g. mobile phones, WLAN).
Following the content of Electromagnetics I last semester, we will first review time-varying Maxwell's equations, from which electromagnetic wave equations can be derived. Propagation of uniform plane waves is fundamental to all electromagnetic wave phenomena.
Theory and application of waveguide, antenna, and transmission lines will then be discussed.
課程用書：D.K. Cheng, “Field and Wave Electromagnetics,” 2nd Ed., 1989
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| 授課教師 | 電機工程學系 邱一老師 |
|---|---|
| 課程學分 | 3學分 |
| 授課年度 | 103學年度 |
| 授課對象 | 大學生 |
| 預備知識 | Physics, Calculus, Differential Equation, Electromagnetics I |
| 課程提供 | 課程影音 課程綱要 課程行事曆 |
課程目標
Electromagnetics II focuses on the propagation of electromagnetic waves and signals.
These concepts are important to understanding the phenomena in applications such as electro-optics (e.g. LCD displays), high-speed electronics (e.g. communication circuits) and wireless communication (e.g. mobile phones, WLAN).
Following the content of Electromagnetics I last semester, we will first review time-varying Maxwell's equations, from which electromagnetic wave equations can be derived. Propagation of uniform plane waves is fundamental to all electromagnetic wave phenomena.
Theory and application of waveguide, antenna, and transmission lines will then be discussed.
課程章節
| 主題 | 章節 |
| Maxwell’s equations and wave equation | CH7 Time-Varying Fields and Maxwell’s Eqs. |
| Plane wave propagation | CH8 Plane Electromagnetic Waves |
| Waveguides and antennas | CH10 Waveguide |
| CH11 Antenna | |
| Transmission lines | CH9 Transmission Lines |
課程書目
D.K. Cheng, “Field and Wave Electromagnetics,” 2nd Ed., 1989
評分標準
| 項目 | 百分比 |
| Mid-term exams (x2) | 60% |
| Final exam | 30% |
| class performance and quiz | 10% |
本課程行事曆提供課程進度與考試資訊參考。
學期週次 | 上課日期 | 參考課程進度 |
第一週 | 09/16、09/19 |
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| 第二週 | 09/23、09/26 |
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| 第三週 | 09/30、10/03 |
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| 第四週 | 10/07、10/10 |
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| 第五週 | 10/14、10/17 |
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| 第六週 | 10/21、10/24 |
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| 第七週 | 10/28、10/31 |
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| 第八週 | 11/04、11/07 |
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| 第九週 | 11/11、11/14 |
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| 第十週 | 11/18、11/21 |
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| 第十一週 | 11/25、11/28 |
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| 第十二週 | 12/02、12/05 |
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| 第十三週 | 12/09、12/12 |
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| 第十四週 | 12/16、12/19 |
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| 第十五週 | 12/23、12/26 |
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| 第十六週 | 12/30、01/02 |
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| 第十七週 | 01/06、01/09 |
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| 第十八週 | 01/13、01/16 |
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