Сопловой блок СББ-03
Назначение соплового блока аппарата СББ-03 состоит в
напылении баббитов с помощью оборудования ДИМЕТ®. Применение
соплового блока обеспечивает равномерное нанесение баббитовых покрытий Б83 и БК2 на участки подшипников
скольжения с большой площадью. Также сопловой аппарат СББ-03 эффективно
устраняет различные повреждения и дефекты, такие как: потертости, задиры,
царапины и сколы, на слоях которые были ранее нанесены напылением или заливкой.
Нанесение баббитов сопловым аппаратом, возможно
осуществить только совместно с оборудованием ДИМЕТ, и использовании сопла СК20
и неизнашиваемых термокинетических насадок типа БКК.
Процесс напыления баббитов сопловым блоком состоит в прочном сцеплении
ускоренных в сопле частиц баббита с основой или с предыдущим слоем баббита в
виду плавления разогнанных частиц при взаимодействии с подложкой.
В состав комплекта поставки соплового аппарата входят:![Состав комплекта соплового аппарата](data:image/png;base64,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)
- сопло СК-20;
- термокинетическая насадка
БКК-35 (пятно напыления 35 мм);
- термокинетическая насадка БКЦ-8 (пятно напыления 8
мм).
Подробней с напылением баббитов газодинамическим методом можно ознакомиться здесь.