Schey  
23 Jan
25 Jan 
course overview, vector algebra
Coulomb's law with vector differential operators 
Ch. 2.1, pp.5965 
Ch. I, pp.18


30 Jan
01 Feb 
Differentiating Vectors, Gradient Surface Integrals, Divergence, and Gauss's Law 
Ch 2.2.2  2.2.3, 7175 
Ch II, PP. 1117 Ch. II, pp.1742 

06 Feb
08 Feb 
The Divergence Theorem
Surface Integrals, Divergence, and Gauss's Law 

Ch. II, pp 4252 


13 Feb
15 Feb 
Coulomb's law and electric fields
Curl and Divergence of E Fields 
2.2.4 


20 Feb
22 Feb 
integral form of Gauss' law, Green's function
electric potential, energy of Efield, multipole expansion 
3.8 

27 Feb
01 Mar 
electrostatics with conductors, rectangular symmetry
with spherical & cylindrical symmetry 
4.4 

06 Mar
08 Mar 
electric current, current density
resistance, conductivity and Joule's law 
7.3  7.5 

20 Mar
22 Feb 
magnetic force and field
source of magnetic field 
8.3 

27 Mar
29 Mar 
Ampere's law; vector potentials and magnetic dipoles
magnetic field of current loop 
8.7 

03 Apr
05 Apr 
Motional EMF
Faraday's Law 
10.2 

10 Apr
12 Apr 
Applications of Electromagnetic Induction
Mutual Inductance, Magnetic Field Energy 
10.4  10.5 

17 Apr
19 Apr 
Maxwell's equations in vacuum
Atoms as Dipoles, Polarization 
6.1, 6.2 


24 Apr
26 Apr 
displacement field, dielectrics
applications of dielectrics 
6.5 


01 May
03 May 
atoms as magnetic dipoles
H and magnetic susceptibility 
9.3 

Final Exam: Thursday, 10 May, 1:00  3:00 p.m. 