13
12.7, 2.8. (Измененная редакция, Изм. № 1, 2).
2.9. Основные параметры и размеры стропов типа СКК исполнения 1 должны соответствовать указанным на черт. 9 и в табл. 8.
Строп кольцевой с заделкой концов каната заплеткой
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)
Черт. 9
Строп кольцевой с заделкой концов каната опрессовкой алюминиевой втулкой
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)
1 - канат грузового назначения марки 1, нераскручивающийся; 2 - место обмотки концов прядей проволокой 1,0-0 по ГОСТ 3282-74; 3 - втулка (2 шт.)
Черт. 9а
2.10. Основные параметры и размеры стропов типа СКК исполнения 2 должны соответствовать указанным на черт. 10 и в табл. 8.
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)
1 - канат грузового назначения марки 1, нераскручивающийся; 2 - место обмотки концов прядей проволокой 1,0-0 по ГОСТ 3282-74; 3 - втулка (выполняется по техническим условиям на стропы конкретных типов)
Черт. 10