1993
DOI: 10.1364/ao.32.004388
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Acousto-optic channel equalization for microwave digital radios

Abstract: Digital radio transmission systems use complex modulation schemes that require powerful signalprocessing techniques to correct channel distortions and to minimize bit error rates. Acousto-optic processors are used, in conjunction with adaptive digital equalizers, to reduce the bit error rate of the digital radio receiver. The acousto-optic processor implements an inverse channel filter that is rapidly adaptable to time-varying distortions. A specific architecture is identified and a laboratory system is tested… Show more

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Cited by 4 publications
(2 citation statements)
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“…To produce a homodyne photodetector output, the diffracted and undiffracted beams are made collinear and overlapping by a grating in the mask. For area modulation, we write the binary mask transmittance as9 m(q,p) = h(q,p)grat(q,p), (7) where q and p are the spatial coordinates, h(p,q) encodes the filter impulse response, and grat(q,p) is a binary grating. A two section, shifted grating is used so that light incident on the bottom half of the mask is diffracted with a it phase shift relative to the light diffracted from the top half; this allows bipolar masks to be encoded.…”
Section: Channel Filteringmentioning
confidence: 99%
“…To produce a homodyne photodetector output, the diffracted and undiffracted beams are made collinear and overlapping by a grating in the mask. For area modulation, we write the binary mask transmittance as9 m(q,p) = h(q,p)grat(q,p), (7) where q and p are the spatial coordinates, h(p,q) encodes the filter impulse response, and grat(q,p) is a binary grating. A two section, shifted grating is used so that light incident on the bottom half of the mask is diffracted with a it phase shift relative to the light diffracted from the top half; this allows bipolar masks to be encoded.…”
Section: Channel Filteringmentioning
confidence: 99%
“…Researchers have theoretically found that the formation of a pulse with a parabolic shaped temporal profile and a linear instantaneous frequency chirp is essential for the avoidance of wave-breaking in optical fibers. [14] Many experiments have demonstrated that the self-similar propagation of pulses resists the accumulation of excess nonlinearity and allows energy scaling towards the high-power regime in the laser fiber cavity. [15,16] The bound states of solitons formed in fiber lasers operating in a wave-breaking-free regime have been intensively investigated recently.…”
mentioning
confidence: 99%