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Ответы к операционным системам. Вопросы по дисциплине Операционные системы
Алгоритмы управления процессами Управление процессами в среде ОС реализует специальная подсистема «Планировщик». Планировщик – подсистема ОС: управляет порядком выделения центрального процессорного устройства (ЦПУ) ЭВМ-процессам. Для состояний процесса ready и blocked формируются очереди.
Планировщик должен использовать определенную стратегию, чтобы принять решение о том, какой процесс будет выполняться ЦПУ следующим. Другая задача – определить, с каким периодом времени будет использоваться ЦПУ.
Цель любых стратегий планирования – обеспечить:
- максимальную загрузку ЦПУ;
- высокую пропускную способность (число процессов, обработанных в единицу времени);
- минимизацию времени обработки для каждого процесса;
- минимизацию времени отклика – обслуживание всех процессов в системе.
При этом можно выделить три вида планирования обработки процессов: долгосрочное, краткосрочное и среднесрочное.
Долгосрочное планирование процессов. Оно отвечает за порождение новых процессов в системе, определяя ее степень мультипрограммирования, т.е. количество процессов, одновременно находящихся в системе.
Краткосрочное планирование – планирование использования процессора.
Среднесрочное планирование – когда и какой из процессов нужно перекачать на диск или вернуть обратно – свопинг.
Параметры процесса
Для управления процессами необходимо использовать ряд параметров процесса. Параметры процесса бывают статические и динамические. Статическими параметрами процесса являются:
- размер оперативной памяти, необходимый для успешного выполнения процесса;
- максимальное количество памяти на диске для осуществления свопинга;
- количество подключенных устройств ввода-вывода.
Динамические параметры системы описывают количество свободных ресурсов на данный момент. Кроме перечисленных параметров, важную роль играют временные характеристики процесса. Работу процесса, порожденного запуском программы, можно подразделить на ряд временных интерваловCPUburstиI/Oburst. Временной интервал CPU burst – это время, которое процесс затрачивает на обработку данных, I/O burst – это время, затрачиваемое процессом на выполнение операций ввода –вывода. На рис. 2.2 показан вариант распределения временных интервалов для процесса.
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)
Высокоуровневые алгоритмы борьбы с взаимоисключениями
Алгоритм Shortest-Job-First (SJF)
Из очереди процессов в состоянии готовности выбирается тот процесс, для выполнения которого нужно использовать минимальное время работы ЦПУ. Для реализации алгоритма нужно знать CPU burst для процессов, находящихся в состоянии «Готовность». Выбирается для исполнения процесс с минимальной длительностью CPU burst. Если же таких процессов два или больше, то для выбора одного из них используется алгоритм FIFO.
Shortest Remaining Time First (SRTF)
После каждого прерывания некоторый процесс получает доступ к ЦПУ, если оставшееся время для его завершения минимально.
Алгоритм Highest Priority First (HPF)
Каждый процесс i получает приоритет pi. Процесс занимает ЦПУ до тех пор, пока он не закончится, либо пока не будет блокирован, либо при прерывании новый процесс с приоритетом p j >p i окажется в состоянии готовности.
Гарантированное планирование
Рассмотрим вычислительную систему, в которой N пользователей. Каждый пользователь должен в своем распоряжении иметь 1/N часть процессорного времени.
Для каждого пользователя с номером i введем две величины:
- Ti – время нахождения пользователя в системе;
- ti – суммарное процессорное время уже выделенное всем его процессам в течение сеанса.
Для процессов вычисляется значение коэффициента справедливости:
K=tiN/Ti .
Если T i начинает расти, то коэффициент справедливости уменьшается. Процессы, у которых K стремится к нулю, долго находятся в системе и должны быть либо обслужены в первую очередь, либо выгружены из системы.
Многоуровневые очереди (Multilevel Queue)
Используются в вычислительных системах, в которых процессы могут быть рассортированы по разным группам в соответствии с приоритетом. В вычислительных системах обычно высшим приоритетом является приоритет равный нолю. Это системные процессы. На рис. 2.4 показана схема обработки процессов в пяти группах. Для обработки процессов в группах используется стратегия планирования RR.
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)
Многоуровневые очереди с обратной связью
Процесс не приписан к определенной очереди, а может мигрировать из одной очереди в другую в зависимости от своего поведения. Перевод процессов из одной группы в другую может выполнять администратор вычислительной системы супервизор.
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