A plane electromagnetic wave is the superposition of two independent orthogonal plane waves and can be written as a real part of É = E; exp (ilkz - wt])ū, + Ez exp (i[kz - wt + a)ū, where k w. E and E, are real If E, = E the electric fieid vector will describe a trajectory which, seen along the z axis from the positive side and looking towards the orig stranht at125°wuth resnect

icon
Related questions
Question
Please solve asap salv
A plane electromagnetic wave is the superposition of two independent orthogonal plane waves and can be written as a real part of
E, exp (i[kz – wt])ū, + Ez exp (i[kz – wt + a])ū, where k. w. E, and Ez are real
%3D
If E, = E the electric field vector will describe a trajectory which, seen along the z axis from the positive side and looking towards the origin, is
straight at 135° with respect to the +x axis
O circular in dockwise direction
O circular in counterclockwise direction
straight at 45° with respect to the - xars
Transcribed Image Text:A plane electromagnetic wave is the superposition of two independent orthogonal plane waves and can be written as a real part of E, exp (i[kz – wt])ū, + Ez exp (i[kz – wt + a])ū, where k. w. E, and Ez are real %3D If E, = E the electric field vector will describe a trajectory which, seen along the z axis from the positive side and looking towards the origin, is straight at 135° with respect to the +x axis O circular in dockwise direction O circular in counterclockwise direction straight at 45° with respect to the - xars
Expert Solution
trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 2 steps

Blurred answer