gjfelix2001
Junior Member level 2
Hi, i have to solve this problem for tomorrow morning, so i appreciate your help.
18.3 Reitz Milford Foundation of Electromagnetic Theory
A wave with p polarizaqtion incide in a transparent medium with dielectric constant K over a air separation with an angle slightly lower than critical angle, Θ1=Θc-δ. Make an approximation of Rp as function of δ as δ tends to 0.
The answer of the problem is:
\[
$Rp=1- 4k \sqrt{\frac{2\delta}{\sqrt{k-1}}}$
\]
thanks
18.3 Reitz Milford Foundation of Electromagnetic Theory
A wave with p polarizaqtion incide in a transparent medium with dielectric constant K over a air separation with an angle slightly lower than critical angle, Θ1=Θc-δ. Make an approximation of Rp as function of δ as δ tends to 0.
The answer of the problem is:
\[
$Rp=1- 4k \sqrt{\frac{2\delta}{\sqrt{k-1}}}$
\]
thanks