Maxwell's Equations   [12 marks]

Match up the names on the left and the principles on the right with the equations in the middle. (For each match, draw a connecting line.) Circle all that refer to Maxwell's equations.

$\parbox{1.25in}{\raggedright% Lorentz Force \\ [0.75in] Gauss' Law ... ...w \\ [0.75in] Faraday's Law \\ [0.75in] Displacement \\ Current \\ [0.75in] }$ $\parbox{2.5in}{% \begin{displaymath}\int\!\!\!\!\int_{\cal S}\!\!\!\... ...th}} \cdot d\vec{\mbox{\boldmath$S$\unboldmath}} \end{displaymath}~\\ [0.5in] }$ $\parbox{2.25in}{\raggedright% A charged particle follows a curved pa... ...es an electric field. ~\\ [0.25in] Moving charges generate magnetic fields. }$

Definitions:	$\vec{\mbox{\boldmath$D$\unboldmath }} \equiv \epsilon \vec{\mbox{\boldmath$E$\unboldmath }}$	$\epsilon \equiv \kappa \epsilon_\circ$	$\kappa$ = dielectric constant.
	$\vec{\mbox{\boldmath$B$\unboldmath }} \equiv \mu \vec{\mbox{\boldmath$H$\unboldmath }}$	$\mu = \mu_\circ (1 + \chi_m)$	$\chi_m$ = magnetic susceptibility.

(In vacuum, $\kappa = 1$ and $\chi_m = 0$.)