- #1
Ethan0718
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Question Source : Elements of Engineering Electromagnetics 6th edition by Rao. Page 202 problem3.30
Problem:
Three sinusoidally time-varying polarized vector fields are given at a point by
F1 = 3^(1/2) * ax * cos(wt +30)
F2 = az * cos(wt+30)
F3 = [ 0.5ax + 3^(1/2)ay + 0.5*3^(1/2)az ] * cos(wt - 60)
So, what is the polarization of F1 + F2 + F3?
I don't know how to use The mathematical discription of elliptical polarization to solve this problem.
http://en.m.wikipedia.org/wiki/Elliptical_polarization#section_1
I've tried to arrange and combine them in x,y,z component respectively...
Problem:
Three sinusoidally time-varying polarized vector fields are given at a point by
F1 = 3^(1/2) * ax * cos(wt +30)
F2 = az * cos(wt+30)
F3 = [ 0.5ax + 3^(1/2)ay + 0.5*3^(1/2)az ] * cos(wt - 60)
So, what is the polarization of F1 + F2 + F3?
I don't know how to use The mathematical discription of elliptical polarization to solve this problem.
http://en.m.wikipedia.org/wiki/Elliptical_polarization#section_1
I've tried to arrange and combine them in x,y,z component respectively...