
·
NEWS: Program for exam
- Electrostatics
- Coulomb
force
- Maxwell’s
equations in differential form, their relation to the Coulomb force
- Maxwell’s
equations in integral form, Gauss’s law (applications: charged sphere,
charged wall, charged cylinder etc)
- Electric
potential
- Equation
for the potential, its solution
- Capacitors,
capacitance
- Magnetostatic
- Maxwell’s
equations in differential form, their relation to the Biot-Savart law
- Integral
form of Maxwell’s equations, Stokes’ theorem (applications to steady
current in a cylinder, to current in a wall, to solenoid etc)
- Vector
potential
- Equation
for the potential, its solution
- Faraday
law
- Differential
form
- Integral
form
- Applications
- Induction
- Maxwell’s
equation
- Conventional
differential form
- Integral
form
- Current
conservation, relation between the current conservation and the Maxwell’s
equations
- Potentials,
expression of the fields via potentials
- Gauge
invariance, different gauge, including the Lorentz gauge
- Equations
for the potentials in the Lorentz gauge
- Conservation
laws
- Current
conservation
- Energy
conservation, Pointing theorem
i. Energy
of a capacitor
ii. Energy
of an inductor
iii. Oscillations
in a circuit of a capacitor and inductor
Lecture notes:
Dr Michael Kuchiev / kmy@newt.phys.unsw.edu.au/
Phone: 61(02)9385 4634, FAX: 61(02)9385 6060
Last updated: 06/12/08