Question
Problem 1. Show that the Jones matrix of the E4 field is jjknL+p) cOs OeknL-) 2 sin OeknL+) e -sinek,L) +e cOs OeL+) 2 The
Problem 1. Show that the Jones matrix of the E4 field is jjknL+p) cOs OeknL-) 2 sin OeknL+) e -sinek,L) +e cOs OeL+) 2 The Jones matrix representation is: E E. 0 0 Where -K m m 1-KI 7 K m sin cos PC] F -sin0 cos0 (647ux) 0 eikn,L 0 [F]= jkn,L 0 (a47*ux) Where IJ is the identity matrix, Cm is the coupling ratio, K and K2 is 0.5, e is the rotation angle of the propagation light through PC1, L is the length, n, and ny are the indices of the two axes, k is wave vector and is the phase difference between the light on the fast axis and that on the slow axis
Problem 1. Show that the Jones matrix of the E4 field is j j(kn_L+9) cos Dej(kn_L-o) sin de j(kn, L+0) [E]= + 2 - sin de j(kn, L-0) cos ejlkn L+4) + jj(kn L+) 2 The Jones matrix representation is: [[F][PC][PMF] 0 0 Where LI-K4 WK, [Cm]= K. VI-K. [1] [PC] = [PMF] - [ Teiknu Teilkn_L+() [E]= ej 0 cos e sin - sin cos 0 ejo 0 jk, e .(4) 0 j(kn L+) 0 0 Where [I] is the identity matrix, Cm is the coupling ratio, K; and Ky is 0.5, e is the rotation angle of the propagation light through PC1, L is the length, Ny and Ny are the indices of the two axes, k is wave vector and p is the phase difference between the light on the fast axis and that on the slow axis. Problem 1. Show that the Jones matrix of the E4 field is j j(kn_L+9) cos Dej(kn_L-o) sin de j(kn, L+0) [E]= + 2 - sin de j(kn, L-0) cos ejlkn L+4) + jj(kn L+) 2 The Jones matrix representation is: [[F][PC][PMF] 0 0 Where LI-K4 WK, [Cm]= K. VI-K. [1] [PC] = [PMF] - [ Teiknu Teilkn_L+() [E]= ej 0 cos e sin - sin cos 0 ejo 0 jk, e .(4) 0 j(kn L+) 0 0 Where [I] is the identity matrix, Cm is the coupling ratio, K; and Ky is 0.5, e is the rotation angle of the propagation light through PC1, L is the length, Ny and Ny are the indices of the two axes, k is wave vector and p is the phase difference between the light on the fast axis and that on the slow axis
Step by Step Solution
There are 3 Steps involved in it
Step: 1
Get Instant Access to Expert-Tailored Solutions
See step-by-step solutions with expert insights and AI powered tools for academic success
Step: 2
Step: 3
Ace Your Homework with AI
Get the answers you need in no time with our AI-driven, step-by-step assistance
Get Started