Question

Determine the expressions for the x-, y-, and z-components of the electric field (Ex, Ey, Ez) for this wave as a function of space and time.

Part g, please! Thanks!

The magnetic field of a linearly polarized electromagnetic plane wave is described by B.-(50 T) sin(kz-(3.4x1015 rad)); By-0; B.-0. 2 Consider the wave at time t = 0 and position (x, y, z) = (0, 0, ?/2k). Let the +x-direction point to the right, the +y-direction point up the page, and the 12-direction point out of the page, as shown in the set of axes f [I point] Draw the directions of the magnetic field, and electric field at this point in space and time. Explain how you got your answer. g point] Using your previous answers, write down expressions for the x-, y-, and z-components of the electric field (E., E,, E) for this wave as a function of space and time (similar to the expressions for Br, Bs and Bz given at the beginning of the problem). [Hint: We already determined the directions in part () so we know which components should be zero already.]

Answer 1