Моделирование ЭПР элементарных объектов¶
В примере рассматривается моделирование отраженного сигнала
от элементарных радиолокационных объектов (цилиндра и конуса). Особенность этих объектов в том, что
они имеют аналитическое выражение для расчет эффективной поверхности рассеяния (ЭПР).
Зададимся размерами цилиндра: высота - 10 м, радиус - 1 м.
Несущая частота РЛС - 850 МГц.
С помощью функции rcscylinder
вычислим диаграмму обратного
рассения цилиндра. Функция helperTargetRCSPatternPlot
позволяет
визуализировать 3д-модель ЭПР.
Для имитации радиолокационного объекта (цилиндр)
с ранее расчитанным ЭПР - cylrcs
, воспользуемся встроенным
системным объектом EngeePhased.BackscatterRadarTarget
Смоделируем сценарий вращательного движения цели на основе гармонического закона:
Далее, вычислим отраженный сигнал для N одиночных импульсов
при различных углах визирования с помощью функции
calc_resp_sig
По графику видно, что при увеличении отклонении цели
амплитуда отраженного сигнала уменьшается ввиду
уменьшения ЭПР при приближении к граничным углам
Следующим объетом исследования является конус.
Для расчета ЭПР объекта воспользуемтся rcstruncone
,
формирующий усеченный конус.
Для получения обычного конуса необходимо верхний радиус R1
занулить
Переиспользуем системный объект tgt_rcs
для моделирования ЭПР конуса.Воспользуемся методом release!
для обновления
поля RCSPattern
- матрицы ЭПР.
Далее, по аналогии с предыдущим пунктом вычислим и отобразим отраженный сигнал
По сравнению с цилиндром, график отраженного сигнала от конуса
имеет более плавный характер при изменении угла места.
В примере были рассмотрено моделирование ЭПР для элементарных
объектов - цилиндра и конуса. Путем изменения направления прихода
зондирующего сигнала была произведена имитация вращательного движения
цели. В результате был рассчитан отраженный сигнал.
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