At the boundary of two perfect dielectric materials, $\epsilon_{1}$ and $\epsilon_{2}$, $D_{1}$ is incident at an angle $\theta_{1}$, with respect to normal to the boundary surface.

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At the boundary of two perfect dielectric materials,

$\epsilon_{1}$ and

$\epsilon_{2}$ ,

$D_{1}$ is incident at an angle

$\theta_{1}$ , with respect to normal to the boundary surface.

written 7.1 years ago by

govindkedar • 280

modified 3.3 years ago by

sagarkolekar ★ 11k

It can be proved that

$D_{2}=D_{1}\sqrt{\cos^{2}\theta_{1}+(\frac{\epsilon_{2}}{\epsilon_{1}})^{2}}\sin^{2}\theta_{1}$

$E_{2}=E_{1}\sqrt{\sin^{2}\theta_{1}+(\frac{\epsilon_{1}}{\epsilon_{2}})^{2}}\cos^{2}\theta_{1}$

electromagnetic field and wave theory

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