Elliptically polarized wave: Difference between revisions
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A wave which can be resolved into two plane polarized waves which are perpendicular to each other and propagate in the same direction. The amplitudes of the waves may be equal or unequal and of arbitrary time-phase. The tip of the component of the electric field vector in the plane normal to the direction of propagation describes an ellipse. | A wave which can be resolved into two plane polarized waves which are perpendicular to each other and propagate in the same direction. The amplitudes of the waves may be equal or unequal and of arbitrary time-phase. The tip of the component of the electric field vector in the plane normal to the direction of propagation describes an ellipse. | ||
Latest revision as of 08:47, 17 September 2026
A wave which can be resolved into two plane polarized waves which are perpendicular to each other and propagate in the same direction. The amplitudes of the waves may be equal or unequal and of arbitrary time-phase. The tip of the component of the electric field vector in the plane normal to the direction of propagation describes an ellipse.
Please note that this is the term as it stands in the original IALA Dictionary edition (1970-1989)
