11
Вначале изготовляют прямоугольные образцы, затем для выявления границ между основным и плакирующим слоем их подвергают нагреву при 150 - 200°С в течение 2 - 3 мин или смазывают одну сторону слабым раствором любой кислоты. В обоих случаях на образцах выявляется граница между основным и плакирующим слоем, что дает возможность правильно вырезать площадку плакирующего слоя. Излишки плакирующего слоя могут удаляться строжкой или фрезеровкой. При этом необходимо следить, чтобы в местах обработки весь плакирующий слой был удален, снятие основного слоя допускается на глубину до 0,2 мм.
Образцы испытывают по схеме, приведенной на черт. 2.
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)
1 - направляющие; 2 - испытуемый образец; Р - прилагаемая нагрузка
Черт. 2
Направляющие, в которых проводят испытание на прессе, изготовляют из закаленной штамповой стали марок 5ХНВ, 3Х2В8 и т.д. Направляющие должны быть параллельны, а в нижней части выфрезерован паз, чтобы в них не заклинивались образцы. Внутренняя поверхность направляющих должна быть отшлифована - они должны допускать жесткую настройку для образцов различных толщин. Нижняя часть направляющих должна быть тщательно отшлифована и выверена - они должны быть установлены без перекоса на прессе.
При испытании образцов необходимо следить за тем, чтобы между образцами и стенками направляющих не возникло слишком большого трения, приводящего к искажению результатов испытаний.
Для этого перед испытанием следует проверить, не зажаты ли образцы в направляющих. Образцы должны свободно проходить в направляющих, но так, чтобы это не привело к перекосу. Стенки направляющих могут быть внутри слегка смазаны.
СОДЕРЖАНИЕ
1. Сортамент 1 2. Технические требования 4 3. Правила приемки 7 4. Методы испытаний 7 5. Маркировка, упаковка, транспортирование и хранение 9 Приложение Метод испытания двухслойных листов на срез коррозионно-стойкого слоя 9 |