Measurement of the delay time of pulse sequence
DOI:
https://doi.org/10.3103/S0735272713070042Keywords:
measurement algorithm, amplitude quantization, time discretization, delay time, range, binary quantized signal, maximum likelihood method, simulation, measurement error, pulse sequence, joint detection-and-measurement, MarkovAbstract
An optimal algorithm of measuring the delay time of binary quantized signal pulses without restrictions on the size of time discretization period has been synthesized on the basis of finite Markov chain tools using the maximum likelihood method. Practical algorithms and a device for measuring the delay time were proposed. The efficiency of the proposed algorithms was analyzed by computer simulation.
References
KUZ’MIN, S.Z. Digital Radiolocation. Introduction to the Theory. Kyiv: KVITs, 2000. 428 p. [in Russian].
TIKHONOV, V.I. Optimal Reception of Signals. Moscow: Radio i Svyaz’, 1983. 320 p. [in Russian].
KEMENY, J.G. AND SNELL, J.L. Finite Markov Chains. New York: Springer-Verlag, 1976. 272 p.
POPOV, D.I. SU Patent No. 600912. Byull. Izobret., n.33, 1983.
BUSLENKO, N.P.; GOLENKO, D.I.; SOBOL’, I.M.; SRAGOVICH, V.G.; SHREIDER, YU.A. Method of Statistical Tests (Monte-Carlo Method). Moscow: Fizmatgiz, 1962. 332 p. [in Russian, ed. by Yu.A. Shreider].
POPOV, D.I. The analysis of digital systems of signal detection by computer simulation. Radiotekhnika, n.12, p.6669, 1980.