Mathematical model of the integration process between active radar and secondary radar
- 1 Ph.D. (Eng.), Associate Professor, Military Educational-Scientific Center of air Forces, Military-Air Academy named after Professor N.E. Zhukovsky and Yu.A. Gagarin (Voronezh)
Abstract
The paper proposes mathematical interaction model between active radar and secondary radar system it the process of support for air traffic control and friend - or-foe identification. The paper discusses and specifies conditions of implementation for target identification procedure based on functional description of active acquisition-and-tracking radars and secondary radars. The paper analyzes decision-making algorithm within the elementary «query-response» cycle. The algorithm makes it possible to estimate certainty for the decision being made as well as describes main functional relation between components of these systems.
How to cite
Аврамов А.В. Математическая модель процесса взаимодействия активной РЛС и РЛС с активным ответом // Информационно-измерительные и управляющие системы. 2016. № 5. С. 3–11.
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