Гидродинамика тарельчатых колонн В диффузионных аппаратах, в которых происходит массообмен между жидкостью и паром (газом), жидкость с тарелки на тарелку может передаваться по специальным сливным устройствам или проваливаться через отверстия. Через отверстия провальных тарелок жидкость и пар (газ) проходят поочерёдно в пульсирующем режиме. Организованный перелив жидкости обеспечивает более равномерную (устойчивую) работу тарелки.
![](data:image/png;base64,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)
Колонна с провальными тарелками
|
![](data:image/png;base64,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) 1 – отверстия; 2 – переливные устройства
| |