A.4 A harmonic oscillating electric dipole with the form p = po cos(-wt) e, is placed at the origin. Sufficiently far fr

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A 4 A Harmonic Oscillating Electric Dipole With The Form P Po Cos Wt E Is Placed At The Origin Sufficiently Far Fr 1 (65.38 KiB) Viewed 23 times

A.4 A harmonic oscillating electric dipole with the form p = po cos(-wt) e, is placed at the origin. Sufficiently far from this dipole the electric field has the form: E(r) = w²po sin cos(kr - wt) -Co 4π€0C² T where is the polar angle (between the position vector r and the z axis) and k = w/c. Using Maxwell's equations, find the corresponding magnetic field. [You may recall that the curl of a vector field F having only a 8 component (i.e. F= Fe) has the form VXF= 1 OF 1 ə(rFe) er + r sin a T Ər eo. Describe the polarization state of radiation detected at a point in the ry plane very distant from the dipole. [1]