![](data:image/png;base64,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)
3
1. Week 1: Electrostatics: Charge and Field (静电学: 电荷和电场)
2. Week 2: The electric potential (电势)
3. Week 3-4: Electric fields around conductors (导体周围的电场)
4. Week 5: Electric currents (电流)
5. Week 6: The magnetic field (磁场)
6. Week 7: Electromagnetic induction (电磁感应)
7. Week 8-9: Alternating-current circuits (交变电流)
8. Week 10: Brief introduction to Maxwell equations (麦克斯韦方程组简介)
9. Week 11: Brief introduction to electric and magnetic fields in matter (物质中电场和磁场简介)
10. Week 12-13: Diffraction and interference of light (光的衍射与干涉)
11. Week 14-16: Brief introduction to quantum mechanics (量子力学简介)
Lectures will include 10-16 hours small class lectures. (讲授过程將包括 10-16 小时小班讲授)
教材及其它参考资料 Textbook and Supplementary Readings
课程主要内容参考 Berkeley Physics Course(In SI Units), Volume 1(Mechanics), 2(Electricity and Magnetism),
3(Waves), 4(Quantum physics). 亦会参考:Principles of Physics (10
th
Edition), written Walker, Halliday, and Resnick.
The main contents of the course refer to Berkeley Physics Course (In SI Units), Volume 1(Mechanics), 2(Electricity and
Magnetism), 3(Waves), 4(Quantum physics). Also: Principles of Physics (10
th
Edition), written Walker, Halliday, and
Resnick.
占考试总成绩百分比
% of final
score
小组课题论文及报告。
Group papers and reports.
其它(可根据需要
改写以上评估方
式)
Others (The
above may be
modified as