Proceedings of the RHSAS

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№2(67) April - June 2025

Error in setting the angular position of a radar object replaced by a two-point model when using an antenna with a difference radiation pattern

Issue No 4 (65) October - December 2024
Authors:

Kiselev Alexey Vasilevich,
Tayurov Anton Viktorovich
DOI: http://dx.doi.org/10.17212/1727-2769-2024-4-15-25
Abstract

The issues of estimating systematic errors in setting the angular position of the apparent radiation center of a radar object simulated by a two-point model when using antennas with difference radiation patterns are considered. The dependence of the angular error on the model parameters, such as the spacing of the emitters, the expected position of the apparent center of radiation and the coefficients of the antenna radiation pattern approximation, is established. The angular error of the bearing is determined by including it in the direction finding characteristic of the antenna as a correction to the angular position with further analytical expression. Calculations were performed for the sum and difference directional diagrams, on the basis of which the error values were compared. The ratio of the approximation coefficients for the sum and difference radiation patterns of the antenna is determined. The obtained analytical results can be used in solving applied problems related to the development of matrix simulators and forecasting the accuracy characteristics of simulation complexes.


Keywords: matrix simulator, error in setting the angular position, apparent center of radiation, simulation, an-tenna difference pattern

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For citation:

Kiselev A.V., Tayurov А.V. Oshibka ustanovki uglovogo polozheniya radiolokatsionnogo ob"ekta, zameshchaemogo dvukhtochechnoi model'yu, pri ispol'zovanii antenny s raznostnoi diagrammoi napravlennosti [Error in setting the angular position of a radar object replaced by a two-point model when using an antenna with a difference radiation pattern]. Doklady Akademii nauk vysshei shkoly Rossiiskoi Federatsii = Proceedings of the Russian higher school Academy of sciences, 2024, no. 4 (65), pp. 15–25. DOI: 10.17212/1727-2769-2024-4-15-25.

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