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scientific edition of Bauman MSTUSCIENCE & EDUCATIONBauman Moscow State Technical University. El № FS 77 - 48211. ISSN 1994-0408
Cycle skip in discrete phase-lock system
# 10, October 2012 DOI: 10.7463/1012.0478399
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References 1. Chie C.M. Mathematical analogies between first-order digital and analog phase-locked loops. IEEE Trans. on Communications, 1978, vol. COM-26, no. 6, pp. 860-865. DOI: 10.1109/TCOM.1978.1094148 2. Weinberg A., Liu B. Discrete time analysis of nonuniform sampling first- and second- order phase-locked loops. IEEE Trans. on Communications, 1974, vol. COM-22, no. 2, pp. 123-137. DOI: 10.1109/TCOM.1974.1092168 3. Bitiutskii V.I., Serdiukov P.N. Otsenka vremeni do sryva sinkhronizma v impul'snoi sisteme FAPCh [Estimate of the time to stalling of synchronism in pulsed PLL]. Radiotekhnika, 1973, no. 8, pp. 95-97. 4. Tikhonov V.I., Mironov M.A. Markovskie protsessy [Markov processes]. Moscow, Sovetskoe radio, 1977. 525 p. 5. Shakhtarin B.I. Statisticheskaia dinamika system sinkhronizatsii [Statistical dynamics of the systems of synchronization]. Moscow, Radio i sviaz', 1998. 488 p. 6. Tausworthe R.C. Cycle slipping in phase-locked loops. IEEE Trans. on Communications, 1967, vol. COM-15, no. 3, pp. 417-421. 7. Schuchman L. Time to cycle slip in first and second order phase locked loop. Inter. Comm. Conf. San-Francisco, 1970, pp. 341-349. 8. Shakhtarin B.I. Analiz sistem sinkhronizatsii pri nalichii pomekh [Analysis of the systems of synchronization at presence of noise]. Moscow, IPRZhR Publ., 1996. 252 p. Publications with keywords: the discrete system, average time, tracking failure, approximate methods, the Kramers formula Publications with words: the discrete system, average time, tracking failure, approximate methods, the Kramers formula See also:
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