RS Муфта аварийного отсоединения серии ABV
Разрывные муфты серии ABV разделяют гибкий трубопровод при определенной растягивающей нагрузке. Данная нагрузка задается таким образом, чтобы она, с учетом достаточной степени безопасности, была ниже максимальной допустимой нагрузки, например, такой как максимальная растягивающая нагрузка гибкого трубопровода.
В качестве срабатывающих элементов служат три т.н. разрывные болта, соединяющие между собой две практически идентичные полумуфты разрывного соединения посредством фланцевой пары. Данная пара не соединена между собой внахлест, поэтому воздействующие на трубопровод растягивающие усилия, независимо от угла нагрузки, передаются непосредственно на разрывные болты. При превышении предела прочности на разрыв болты разрываются. Тем самым разъединяется и фланцевое соединение. Обе полумуфты расцепляются, разделяя погрузочно-разгрузочный трубопровод.
Функциональность ABV не зависит от угла нагрузки. При расчете принципиально используется исключительно
осевое растягивающее усилие. В таком случае растягивающая нагрузка равномерно распределяется на все три болта и пороговое значение срабатывания является максимальным.
Напротив, при боковом растягивающем усилии нагрузка на болты различна. Разница в нагрузке растет с увеличением угла к оси соединения. Нагрузка концентрируется преимущественно на одном, максимально.
2 болтах и разъединение происходит при более низком пороговом значении.
Для того чтобы в случае срабатывания надежно закрыть оба конца трубопровода – т.е. разъединенные полумуфты –
каждая из них оснащена обратным клапаном. В рабочем состоянии оба клапана с пружинной нагрузкой подпирают друг друга, оставляя трубопровод открытым. При этом конструкция, способствующая улучшению характеристик потока, гарантирует его максимальное поперечное сечение. В случае разъединения кла паны перестают подпирать друг друга,
и мгновенно перекрывают открывающееся сечение по
тока.
Области применения
- Погрузочно-разгрузочные процессы, обеспечивамые гибкими трубопроводами
- Погрузочно-разгрузочные процессы, обеспечивамые шарнирными стелами
- Рукавные модули
- Заправочные процессы
- Передвижные топливо-заправочные установки
Обзор преимуществ
- Разрывная муфта универсального назначения
- Компактная конструкция
- Выгодное соотношение цены и качества
- Незначительное остаточное количество
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)
Файлы
pdf, 252,33 KB
Operation instruction abv_eng
pdf, 7,76 MB
safety breakeway abv_eng
pdf, 9,08 MB
разрывные муфты ABV