Article or book title, author's surname, DOI

Conjugate estimation of the direction of signal arrival angle

S.V. Abyshev¹1

research article UDC 621.396.67 Pages: 119-125 doi.org/10.18127/j00338486-202104-13

Abstract

Problem Statement. The article considers an algorithm for conjugate estimation of the direction of signal arrival angle. It is proposed to use the maximum number of array elements for the processing of subarrays in the algorithm to estimate the direction of signal arrival angle. The considered conjugate estimation algorithm uses signals from all elements of the antenna array with signal detection. Because the algorithm uses all the received signals, it gives a better signal-to-noise power ratio and better performance than other methods. Such as robust method, minimum dispersion method, and virtual beamforming method. The covariance signal matrix is used to determine the eigenvalues. The least squares method is used to find the elements of eigenvalues. The method of least squares is used to find the direction of the signal arrival angle by calculating the estimation of the covariance matrix from the output signals of the antenna elements of the antenna array with signal detection, decomposition into eigenvalues, calculation of eigenvalues and subsequent determination of the azimuth of the direction of the signal arrival angle. The result of the algorithm using the method is the simulation of signal arrival from several small aircraft. In order to understand the performance of the conjugate estimation algorithm, a simulation of signal arrival from small aircraft using the robust method with maximum overlap and without overlap is given. Thus, the conjugate estimation algorithm shows accurate signal arrival results and satisfies the conditions.

Objective. To study an algorithm for conjugate estimation of the direction of signal arrival angle, from small aircraft.

Result. Simulation of signal arrival from small aircrafts, which shows the performance of the algorithm for conjugate estimation of the direction of signal arrival angle.

Practical significance. It is shown on the basis of simulation that the conjugate estimation algorithm gives better results for determining the direction of signal arrival angle than other methods.

Received
03.03.2021
Approved after review
19.03.2021
Accepted
26.03.2021

How to cite

Абышев С.В. Сопряженная оценка направления угла прихода сигналов // Радиотехника. 2021. Т. 85. № 4. С. 119−125. DOI: https://doi.org/10.18127/j00338486-202104-13

References
  1. Uidrou B., Stirnz S. Adaptivnaja obrabotka signalov: Per. s angl. M.: Radio i svjaz'. 1989. 440 s. (In Russian).
  2. Patent № 2339966,G0155/00 (RF), 2005. Sposob opredelenija koordinat istochnika radioizluchenija. Bryzgalov A.P.,  Blairov S.S., Hnykin A.V., Fal'kov Je.Ja. (In Russian).
  3. Patent № 2380720, MPK G 01 S5/04 (RF), 27.01.2010. Sposob opredelenija azimutal'nyh i uglomestnyh pelengov istochnikov radioizluchenija s povyshennym bystrodejstviem. Greshilov A.A., Plohuta P.A. (In Russian).
  4. Paulraj R. Roy and T. Kailath Estimation of signal parameters via rotations invariance techniques – ESPRIT. in Proc. Nineteenth Asilomer Conf. Circuits, Syst., Comput. (Asilomar, CA). November 1985. 
  5. del Rio J. Fernandez and Catedra-Peraz M. The matrix pencil method for two- dimensional direction of arrival estimation employing Lshaped array. IEEE Trans. Antennas Propagation. November 1997. V. 45. Р. 1693-1694. 
  6. Roy R., Paulraj A., and Kailath T. ESPRIT-A subspace rotational approach to estimation of parameters of cissoids in noise. IEEE Trans. Acoustics, Speech, Signal Processing. October 1986. V. 34. № 4. Р. 1340-1342.
  7. Swindlehurst and T. Kailath. Azimuth/elevation direction finding using regular array geometries. IEEE Trans. on Aerospace and Electronic Systems. January 1993. V. 29. № 1. Р. 145-155.
  8. Abyshev S.V., Trefilov N.A. Antenna element interposition, International Scientific – Practical Conference «INFORMATION INNOVATIVE TECHNOLOGIES». Information Innovative Technologies: Materials of the International scientific – рractical conference. Eds. Uvaysov S.U., Ivanov I.A. M.: Association of graduates and employees of AFEA named after prof. Zhukovsky. 2020. 332 p.