350 rub
Journal Electromagnetic Waves and Electronic Systems №1 for 2023 г.
Article in number:
Reducing the systematic error in digital correlation measurement of differential delays and frequency shifts
Type of article: scientific article
DOI: https://doi.org/10.18127/j00338486-202211-07
UDC: 621.396.96
Authors:

A.A. Skripkin1, V.A. Shcherbachev2, N.E. Podchinenko3

1–3 JSC «All-Russian Scientific Research Institute «Gradient» (Rostov-on-Don, Russia)

Abstract:

The accuracy of joint estimation of differential delays and frequency shifts in digital measurements should be improved. The direct way to reduce the sampling error by increasing the sample rate causes a significant increase in the computational load, that is unacceptable when the estimator operates in real time.

The synthesis of a computationally efficient method for the joint estimation of difference delays and frequency shifts in digital measurements makes it possible to reduce systematic errors.

A computationally efficient method for the joint estimation of difference delays and frequency shifts in digital measurements, which reduces systematic errors (caused by the discreteness of measurements), without increasing the computational load, is proposed. An experimental study of the proposed method was performed and the achievability of measurement accuracy close to the potential one under the given conditions was shown.

Pages: 54-60
For citation

Skripkin A.A., Shcherbachev V.A., Podchinenko N.E. Reducing the systematic error in digital correlation measurement of differential delays and frequency shifts. Radioengineering. 2022. V. 86. № 11. P. 42−48. DOI: https://doi.org/10.18127/j00338486-202211-07 (in Russian)

References
  1. Kondratev V.S. i dr. Mnogopozitsionnye radiotekhnicheskie sistemy. M.: Radio i svyaz. 1986. (in Russian)
  2. Weinstein E., Kletter D. Delay and Doppler estimation by time-space partition of the array data. IEEE Transactions on Acoustics, Speech and Signal Processing. December 1983. V. ASSP-31. № 6. P. 1523−1535.
  3. Moura Jose M.F., Baggeroer A.B. Passive systems theory with narrow-band and linear constraints: Part I - Spatial diversity. IEEE Journal on Ocean Engineering. January 1978. V. OE-3. № 1. P. 5−13.
  4. Haworth D., Smith N., Bardelli R., Clement T. Interference localization for EUTELSAT satellites - the first European transmitter location system. International journal of satellite communications. July/August 1997. V. 15. № 4. P. 155−183.
  5. Wu R., Zhang Y., Huang Y., Xiong J., Deng Z. A novel long-time accumulation method for double-satellite TDOA/FDOA interference localization. Radio Science. January 2018. V. 53. № 1. P. 29−142.
  6. Kistanov P., Titov A., Tsarik O., Shcherbinina E., Tsikin I. Satellite Geolocation Direct Method in the Presence of Phase Distortions. IEEE International Conference on Electrical Engineering and Photonics. October 2020.
  7. Bendat Dzh., Pirsol A. Prikladnoi analiz sluchainykh dannykh. M.: Mir. 1989. (in Russian)
  8. US Patent № 5874916. Frequency selective TDOA/FDOA cross-correlation. DesJardins G.A. February 23. 1999.
  9. Stein S. Algorithms for ambiguity function processing. IEEE Transactions on Acoustics, Speech and Signal Processing. June 1981. V.ASSP-29. № 3. P. 588−599.
  10. Shin D.C., Nikias C.L. Complex ambiguity function based on fourth-order statistics for joint estimation of frequency-delay and time-delay of arrival. Proceedings of 27th Asilomar Conference on Signals, Systems and Computers. November 1993.
Date of receipt: 23.09.2022
Approved after review: 07.10.2022
Accepted for publication: 24.10.2022