Schey | ||||
23 Jan
25 Jan |
course overview, vector algebra
Coulomb's law with vector differential operators |
Ch. 2.1, pp.59-65 |
Ch. I, pp.1-8
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30 Jan
01 Feb |
Differentiating Vectors, Gradient Surface Integrals, Divergence, and Gauss's Law |
Ch 2.2.2 - 2.2.3, 71-75 |
Ch II, PP. 11-17 Ch. II, pp.17-42 |
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06 Feb
08 Feb |
The Divergence Theorem
Surface Integrals, Divergence, and Gauss's Law |
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Ch. II, pp 42-52 |
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13 Feb
15 Feb |
Coulomb's law and electric fields
Curl and Divergence of E Fields |
2.2.4 |
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20 Feb
22 Feb |
integral form of Gauss' law, Green's function
electric potential, energy of E-field, multipole expansion |
3.8 |
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27 Feb
01 Mar |
electrostatics with conductors, rectangular symmetry
with spherical & cylindrical symmetry |
4.4 |
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06 Mar
08 Mar |
electric current, current density
resistance, conductivity and Joule's law |
7.3 - 7.5 |
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20 Mar
22 Feb |
magnetic force and field
source of magnetic field |
8.3 |
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27 Mar
29 Mar |
Ampere's law; vector potentials and magnetic dipoles
magnetic field of current loop |
8.7 |
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03 Apr
05 Apr |
Motional EMF
Faraday's Law |
10.2 |
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10 Apr
12 Apr |
Applications of Electromagnetic Induction
Mutual Inductance, Magnetic Field Energy |
10.4 - 10.5 |
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17 Apr
19 Apr |
Maxwell's equations in vacuum
Atoms as Dipoles, Polarization |
6.1, 6.2 |
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24 Apr
26 Apr |
displacement field, dielectrics
applications of dielectrics |
6.5 |
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01 May
03 May |
atoms as magnetic dipoles
H and magnetic susceptibility |
9.3 |
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Final Exam: Thursday, 10 May, 1:00 - 3:00 p.m. |