Исторически сложилось, что самой распространенной схемой каналов является «точка-точка».
Для команд ПА, которые передаются между большим числом объектов в пределах всей энергосистемы, организуется их переприем между УПАСК на промежуточных ПС.
Проблема: с развитием систем ПА требуется все большее число УПАСК, и с ростом числа переприемов команд ПА значительно увеличивается общее время их передачи и затрудняется обеспечение системной надежности.
Сегодня по ЦСС реализованы не только каналы передачи команд РЗА по схемам «точка-точка», но и уже несколько лет эксплуатируются каналы по схемам «точка-многоточка» без переприемов команд РЗА как между УПАСК, так и в самих УПАСК (переприем команд РЗА в УПАСК снижает системную надежность по сравнению с переприемом в оборудовании ЦСС).
Сегодня по ЦСС реализованы не только каналы передачи команд РЗА по схемам «точка-точка», но и уже несколько лет эксплуатируются каналы по схемам «точка-многоточка» без переприемов команд РЗА как между УПАСК, так и в самих УПАСК (переприем команд РЗА в УПАСК снижает системную надежность по сравнению с переприемом в оборудовании ЦСС).
В настоящее время для передачи команд по схемам «точка-точка» и «точка-многоточка» УПАСК используют специально разработанные их производителями проприетарные протоколы, которые учитывают особенности ЦСС (SDH/PDH, MPLS и других) как среды передачи цифровой информации.
Специальные проприетарные протоколы не только обеспечивают соответствие УПАСК общим международным и российским требованиям, а именно
- время передачи отключающих команд РЗА может превысить 10 мс с вероятностью не более 10-4 при коэффициенте битовых ошибок 10-6 в канале между ПС (без учета задержки в канале по ЦСС),
- и вероятность приема ложной отключающей команды РЗА должна быть не более 10-8 при любом коэффициенте битовых ошибок в канале между ПС, но и обеспечивают функциональность, определяемую спецификой каналов между ПС по ЦСС.
Сегодня УПАСК выполняют обмен командами РЗА по дискретным входам/выходам, но с внедрением цифровых ПС на базе МЭК 61850 в них осуществим переход на обмен по GOOSE сообщениям, где УПАСК начнут играть роль шлюза между шиной ПС и ЦСС.
Единственный недостаток: использование специальных проприетарных протоколов не позволяет применять на разных концах канала УПАСК разных производителей.
GOOSE были разработаны для передачи только по локальным сетям внутри ПС, и их передача по каналам связи между ПС не предполагалась.![](/sites/default/files/1_30.png)
Туннелирование для передачи GOOSE сообщений требует организации каналов Ethernet уровня L2.
По каналам IP/Ethernet уровня L3 использование туннелирования для передачи GOOSE сообщений не возможно, т.к. маршрутизаторы IP сетей игнорируют Ethernet кадры, не содержащие IP пакеты.
R-GOOSE сообщение является модификацией GOOSE, осуществляемой добавлением UDP/IP заголовка для возможности передачи по IP сетям.
UDP позволяет осуществлять многоадресную рассылку → R-GOOSE сообщения потенциально могут быть применены для передачи команд РЗА между ПС как по схемам «точка-точка», так и «точка-мноточка» теоретически с использованием в канале УПАСК разных производителей GOOSE изначально не были предназначены для передачи по каналам между ПС → R-GOOSE сообщения унаследовали все недостатки GOOSE сообщений.
Одна команда РЗА – это один бит полезной информации
В специальных проприетарных протоколах для передачи 8 команд с вероятностью приема ложной команды не ниже требуемой 10-8 может быть использован, например, прием двух последовательных сообщений о командах длиною по 8 байт (общая длина посылки 16 байт = 128 бит) → эффективность использования доступной полосы канала между ПС (число команд РЗА деленное на общее число бит в посылке) – 6.25 %.
![](/sites/default/files/1_31.png)
Согласно российским и зарубежным (ITU-T G.826) нормам неготовность канала связи по ЦСС наступает только после 10 последовательных секунд с коэффициентом ошибок не менее 10-3.
![](/sites/default/files/1_32.png)
Специальные проприетарные протоколы в УПАСК осуществляют непрерывную передачу по каналу сообщений о командах РЗА → возможность обеспечения непрерывного мониторинга состояния и пропускной способности каналов связи по ЦСС.
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)
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)
Применение приведенного механизма для передачи R-GOOSE сообщений по каналу между.
ПС приводит к следующим проблемам:
- приемник не может зафиксировать ошибки в канале и его кратковременные прерывания, произошедшие между передачей R-GOOSE сообщений, → деградация канала связи между ПС может остаться незамеченной
- при уменьшении пропускной способности канала R-GOOSE сообщения будут продолжать приниматься приемником → если по какой-либо причине пропускная способность канала между ПС будет уменьшена, это не будет замечено.
При работе УПАСК по ВЧ трактам и выделенным ОВ задержка в среде распространения сигналов может быть легко оценена и стабильна.
При работе УПАСК по ЦСС задержка может существенно изменяться при переключении на другой маршрут.
В специальных протоколах, используемых сейчас в УПАСК, задержка канала между ПС измеряется методом эхо- сигнала (при этом не требуется синхронизация часов УПАСК на разных ПС от ГЛОНАСС/GPS, к надежности работы которой для целей РЗА имеются обоснованные нарекания).![](/sites/default/files/1_33.png)
Измерение задержки R-GOOSE возможно только при синхронизации часов на разных ПС от ГЛОНАСС/GPS и наличии в R-GOOSE метки времени UTC, что существенно увеличивает их длину
→ повышение требований к пропускной способности каналов между ПС и еще большее снижение и без того невысокой надежности передачи команд РЗА
В R-GOOSE отсутствуют надежные механизмы, позволяющие производить измерение задержки в канале между ПС → если по какой-либо причине канал будет переключен на маршрут в ЦСС c недопустимо большой задержкой для передачи команд РЗА, то это не будет замечено.
R-GOOSE сообщения для передачи команд РЗА имеют только одно достоинство: теоретически их использование позволит устанавливать на разных концах канала устройства разных производителей.
R-GOOSE сообщения по сравнению со специальными проприетарными протоколами, которые используются сейчас в УПАСК, имеют много существенных недостатков для передачи команд РЗА → перспектива их использования с целью обеспечения совместимости на канальном уровне устройств разных производителей крайне сомнительна.
С технической, но не организационной, точки зрения для обеспечения совместимости на канальном уровне устройств разных производителей при реализации передачи команд РЗА между ПС по ЦСС значительно более предпочтительной по сравнению с применением R- GOOSE сообщений является разработка и стандартизация специального протокола.
В.А. Харламов, С.Е. Романов, А.Х. Хасанов ООО «Юнител Инжиниринг» Россия