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- 주제분류
- 공학 >전기ㆍ전자 >전자공학
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- 강의학기
- 2014년 1학기
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- 조회수
- 19,429
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Electromagnetism deals with the theory on the electric and the magnetic phenomena which occur in nature. In this course, we also aims to let the physics students be familiarized with the description of field in the three dimensional space. Starting from the basic discipline on the vector analysis, this course covers the topics of electrostatics, electric potentials, electric fields in matter, magnetostatics and magnetic fields in matter.
차시별 강의
| 1. | ![]() |
Vector Analysis1 | Vector Analysis2 | ![]() |
| 2. | ![]() |
Vector Analysis2 | Vector Analysis3 | ![]() |
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Vector Analysis2 | Vector Analysis3 | ![]() |
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| 3. | ![]() |
Electrostatics1 | Electrostatics2 | ![]() |
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Dirac Delta Function | Dirac Delta Function | ![]() |
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| 4. | ![]() |
Dirac Delta Function | Dirac Delta Function | ![]() |
| 5. | ![]() |
Chapter 2. Electric Field | Chapter 3. Electric Field | ![]() |
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The potential of a localized charge distribution | The potential of a localized charge distribution | ![]() |
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| 6. | ![]() |
The energy of a continuous charge distribution | The energy of a continuous charge distribution | ![]() |
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Chapter 3. Potentials | Chapter 4. Potentials | ![]() |
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| 7. | ![]() |
Force and energy | Force and energy | ![]() |
| 8. | ![]() |
Multipole Expension | Multipole Expension | ![]() |
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Multipole Expension (2) | Multipole Expension (3) | ![]() |
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| 9. | ![]() |
The field of a polarized object | The field of a polarized object | ![]() |
| 10. | ![]() |
The electric displacement | The electric displacement | ![]() |
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Boundary value problem with linear dielectrics | Boundary value problem with linear dielectrics | ![]() |
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| 11. | ![]() |
Magneto statistic | Magneto statistic | ![]() |
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The Biot-Savart Law | The Biot-Savart Law | ![]() |
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| 12. | ![]() |
Ampere's Law | Ampere's Law | ![]() |
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Vector Potential | Vector Potential | ![]() |
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| 13. | ![]() |
Vector potential due to the magnetic dipole | Vector potential due to the magnetic dipole | ![]() |
| 14. | ![]() |
The auxiliary field H | The auxiliary field H | ![]() |
연관 자료








