Question

Write down the Jones vector for horizontally polarized light. It has two components: \begin{bmatrix}a \\b \end{bmatrix}

Enter valur for a
Enter value for b​

Answer 1

Answer:

The electric field of any polarized beam propagating along the z-axis may be written as E = Exi + Eyj , where ... The Jones vector for horizontally polarized light:​.

Answer 2

JONES VECTOR

When a light beam propagates in an isotropic and homogeneous medium, the beam can be represented by its electric field E(r,t), which can be written:

E(r,t) = A cos(ωt - k • r)

where

• A is a constant vector representing the amplitude
• ω is the angular frequency
• k is the wave number
• r is the position in space.