DIGITAL DEVICE FOR PROCESSING POLYPHASE ORTHOGONAL CODIPHASE SIGNALS
FIELD: physics; radio. ^ SUBSTANCE: invention relates to radio engineering and may be used in radar stations in target tracking modes to process polyphase pulse codiphase signals of unknown Doppler frequency encoded with orthogonal code ensembles. Technical effect - reduced amount of calculations re...
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Zusammenfassung: | FIELD: physics; radio. ^ SUBSTANCE: invention relates to radio engineering and may be used in radar stations in target tracking modes to process polyphase pulse codiphase signals of unknown Doppler frequency encoded with orthogonal code ensembles. Technical effect - reduced amount of calculations required to decode polyphase pulse signals and to determine Doppler frequency by using fast Vilenkin-Krestenson-Fourier transformation (FVK-FT), which utilises combined FFT algorythm in Vilenkin-Krestenson basis and discrete exponent functions. This provides for simultaneous decoding of polyphase pulse signals encoded with Vilenkin-Krestenson orthogonal function ensembles and determination of Doppler frequency in limited Doppler frequency range according to preliminary target designation. FVK-FT processor algorithm is determined by multiplication of NN signal pulses matrix of pulse parameters for signal encoded with Vilenkin-Krestenson function ensemble by each row of NxN matrix of discrete exponent functions. Resulting N2N matrix is a set of pulse parameter NN matrices for various frequencies defined by discrete exponent function matrix. ^ EFFECT: reduced amount of calculations required to decode polyphase pulse signals and to determine Doppler frequency, which provides for simultaneous decoding of polyphase pulse signals encoded with Vilenkin-Krestenson orthogonal function ensembles and determination of Doppler frequency in limited Doppler frequency range according to preliminary target designation. ^ 2 cl, 4 dwg |
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