3
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)
В этом случае в записи содержания операции дополнительную информацию не указывают.
Например.
Полная запись:
Сверлить 4 сквозных отверстия с последующим зенкованием фасок, выдерживая d = 10 + 0,2, d = 40 ± 0,05, ? 90° ± 30 и 1 ? 45° согласно чертежу.
Сокращенная запись:
Сверлить 4 отв. d = 10 + 0,2, зенковать фаски 1 ? 45° согласно чертежу.
15. Порядок формирования записи содержания перехода можно условно выразить в виде следующего кода:
![](data:image/jpg;base64,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)
16. При записи содержания перехода допускается полная или сокращенная форма записи.
17. Полную запись следует выполнять при необходимости перечисления всех выдерживаемых размеров. Данная запись характерна для промежуточных переходов, не имеющих графических иллюстраций. В этом случае в записи содержания перехода следует указывать исполнительные размеры с их предельными отклонениями.
Например, «Точить поверхность, выдерживая d = 40 - 0,34 и l = 100 ± 0,6».
18. Сокращенную запись следует выполнять при условии ссылки на условное обозначение конструктивного элемента обрабатываемого изделия. Данную запись выполняют при достаточной графической информации.
Например, «Точить канавку 1».
19. Допускается в записи содержания перехода применять дополнительную информацию по приложению 4. Порядок записи дополнительной информации в этом случае должен соответствовать п. 11.
20. Запись содержания перехода следует выполнять в соответствии с приложением 7.
21. Запись вспомогательных переходов следует выполнять в соответствии с указанными выше правилами для технологических переходов.
Выбор соответствующих ключевых слов следует производить по приложению 3