I was just wondering how to solve an equation in attachment for 'n' which involves real and imaginary part.
Thanks

Réponses (2)

Roger Stafford
Roger Stafford le 5 Oct 2013
n = 1/k0/d*atan2(sqrt(1-X^2),X)
and
n = 1/k0/d*atan2(-sqrt(1-X^2),X)
All other solutions differ from these by integral multiples of 2*pi/k0/d.
Walter Roberson
Walter Roberson le 5 Oct 2013

0 votes

Use a small bit of algebra. Take the ln of both sides and rearrange terms.
n = -i * ln(X +/- i*sqrt(1-X^2)) / (K0 * d)

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