27
размеры и другие данные, необходимые для изготовления и контроля основной детали, и выпускать чертежи только на менее сложные детали.
(Измененная редакция, Изм. № 8).
3.3.6. Если сборочную единицу изготовляют наплавкой на деталь металла или сплава, заливкой поверхностей или элементов детали металлом, сплавом, пластмассой, резиной и другими материалами, то чертеж на такие детали допускается не выпускать. На чертежах этих сборочных единиц указывают размеры поверхностей или элементов под наплавку, заливку и т.п., размеры окончательно готовой сборочной единицы и другие данные, необходимые для изготовления и контроля.
3.3.7. Направляемые металл, сплав, пластмассу, резину и другие материалы, которыми заливают армирующие детали, записывают в спецификацию сборочной единицы в раздел «Материалы».
3.3.8. Примеры оформления чертежей сборочных единиц, изготовляемых наплавкой и заливкой деталей сплавом, резиной, приведены на черт. 43-45.
(Измененная редакция, Изм. № 5).
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)
Черт. 38
3.3.9. Если при сборке изделия для его регулировки, настройки, компенсации составные части подбирают, то на сборочном чертеже их изображают в одном из возможных вариантов применения.
3.3.10. Запись «подборных» составных частей в спецификацию и указание на полках линий-выносок номеров позиций наносят в зависимости от способа применения составных частей:
а) если подбор производится одинаковыми изделиями (например, требуемая нагрузка пружины достигается установкой под нее одинаковых шайб), то в графе «Кол.» спецификации указывают наиболее вероятное при установке количество изделий, а в графе «Примечание» записывают - «Наиб. кол.».
В технических требованиях сборочного чертежа помещают необходимые указания по установке таких «подборных» частей, например: «Нагрузку пружины обеспечить установкой необходимого количества дет. поз...»;
б) если подбор производится установкой одного из изделий, имеющих разные размеры и самостоятельные обозначения (например, величина зазора должна обеспечиваться установкой только одного установочного кольца), то в спецификацию записывают каждую «подборную» часть под разными номерами позиций. В графе «Кол.» для каждой части указывают «1» и в графе «Примечание» - «Подбор». В технических требованиях помещают запись типа: «Размер (зазор, ход и т.д.) А обеспечить установкой одной из дет. поз. ...»;
в) если подбор может быть осуществлен установкой нескольких изделий с различными размерами, обозначениями и в различных количествах, то в спецификацию записывают все изделия. Каждой «подборной» части присваивают свой номер позиции и свое обозначение. В графе «Кол.» в этом случае указывают наиболее вероятное при установке количество для каждой «подборной» части и в графе «Примечание» - «Наиб. кол.».
На полках линий-выносок помещают номера позиций всех «подборных» частей. В