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Electro-optic rectification (EOR) (also referred to as optical rectification) is a non-linear optical process which consists in the generation of a DC polarization in a non-linear medium at the passage of an intense optical beam. For typical intensities, optical rectification is a second order phenomenon (difference frequency mixing) which is based on the inverse process of the electro-optic effect. It was reported for the first time in 1962, when radiation from a ruby laser was transmitted through potassium dihydrogen phosphate (KDP) and potassium dideuterium phosphate (KDdP) crystals.
Additional recommended knowledge
Optical rectification can be intuitively explained in terms of the symmetry properties of the non-linear medium: in the presence of a preferred internal direction, the polarization will not reverse its sign at the same time of the driving field. If the latter is represented by a sinusoidal wave, then an average DC polarization will be generated. This is the analogue of the electric rectification effect, where an AC signal is converted ("rectified") to DC.
When the applied electric field is delivered by a femtosecond laser, the spectral bandwidth associated with such short pulses is very large. The mixing of different frequency components produces a beating polarization, which results in the emission of electromagnetic waves in the terahertz region. The EOR effect is somewhat similar to a classical electrodynamic emission of radiation by an accelerating/decelerating charge, except that here the charges are in a bound dipole form and the THz generation depends on the second order susceptibility of the nonlinear optical medium.
Together with carrier acceleration in semiconductors and polymers, optical rectification is one of the main mechanisms for the generation of terahertz radiation using lasers. This is different from other processes of terahertz generation such as polaritonics where a polar lattice vibration is thought to generate the terahertz radiation.
|This article is licensed under the GNU Free Documentation License. It uses material from the Wikipedia article "Optical_rectification". A list of authors is available in Wikipedia.|