4
Черт. 7
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)
Черт. 8
Данные о профилях наносят параллельно изображениям деталей. Допускается наносить эти данные на полках линий-выносок.
Условные обозначения профилей проката приведены в рекомендуемом приложении.
Размеры профиля или его номер (согласно соответствующим стандартам) и длину детали наносят рядом с условным обозначением, справа от него.
Количество примененных деталей в изображенном на чертеже изделии указывают рядом с размерами детали через тире.
Для обозначения сечений элементов, состоящих из нескольких одинаковых профилей, перед условным обозначением указывают количество таких профилей, например: 2-6×70-1200-6 шт.
(Измененная редакция, Изм. № 1).
13. На чертежах, на которых профиль материала указан в соответствии с черт. 8, помещают таблицу, в которой приводят обозначения материалов по соответствующим стандартам и общее количество (массу и длину) материала по каждому применяемому профилю.
Перечень применяемых материалов
Обозначение материала | Общая длина, мм | Масса, кг | Примечание |
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Примечание. Размеры граф таблицы не регламентируются.
ПРИЛОЖЕНИЕ
Рекомендуемое
УСЛОВНЫЕ ОБОЗНАЧЕНИЯ ПРОФИЛЕЙ ПРОКАТА
Наименование профиля | Условные обозначения | Указание размеров |
Графические | Размеры |
Круг Труба круглого сечения | ![](data:image/jpg;base64,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)
| d d×s | ![](data:image/jpg;base64,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)
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