CPA, CPB – центральные процессоры (сторона А и сторона В) RPB – шины RP
RP – региональный процессор
EMB – шина EM
EM – модуль расширения
D![](data:image/png;base64,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)
RP31 (APZ212)
RP127 (APZ211)
P – процессор платы или процессор прибора
Рисунок 4.6 – Иерархия процессоров
В подсистему RPS входят несколько типов региональных процессоров (рисунок 4.7):
RР – стандартный региональный процессор;
RPD – цифровой региональный процессор расширенного модуля, имеет производительность выше чем стандартный RР. Используется для обработки больших комплексных программ, выполняя часть функций СР;
RPA – конвертор шины RР (интерфейс для процессора поддержки SP), входит в состав группы ввода/вывода;
STC – центральный сигнальный терминал для организации взаимодействия по протоколу ОКС№7 с удаленными блоками ступени АИ (RSS);
STR – удаленный сигнальный терминал в составе RSS;
SP – процессор поддержки (вспомогательный процессор), обеспечивает выполнение функций ввода/вывода.
EMRD – модуль расширения цифрового регионального процессора расширенного модуля
EMRP – модуль расширения стандартного регионального процессора
STR – удаленный сигнальный терминал
EM – модуль расширения
SP – процессор поддержки (вспомогательный процессор)
RPD – цифровой региональный процессор расширенного модуля
RР – стандартный региональный процессор
STC– центральный сигнальный терминал
RPBC – конвертор (обработчик) шины регионального процессора
RPA – конвертор шины RР (интерфейс для SP)
RPB – шины региональных процессоров
CP – центральный процессор
Рисунок 4.7 – Конфигурация подсистемы региональных процессоров
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