7
Отбирают пробу заполн ителя испытываемой фракции объемом 3 л, высушивают ее до постоя нной массы, отсеивают в течение 1 - 2 мин на сите с отверст иями диаметром 5 мм част ицы мельче 5 мм.
4.4. Про ведение испытания
Сухой контейнер с крышкой (см. черт. 3) предваритель но взвешивают на воздухе, а затем в воде на весах с пр испособлен ием для гидростат ического взвешивания. Высушенный контейнер от крывают и насыпают в него часть подготовленной пробы заполнителя объемом 1 л, закрывают его крышкой и взвеш ивают. Затем ко нтейнер с заполнителем постепенно погружают в сосуд с водо й и встрях ивают в воде для удален ия пузырьков воздуха. Сосуд с заполн ителем должен наход иться в воде 1 ч, причем уровень воды должен быть выше крышки ко нтейнера не менее чем на 20 мм. Контейнер с насыщенным водой заполнителем взвешивают на весах с приспособле нием для гидростатического взвеш ивания (см. черт. 2). Далее контейнер с заполн ителем вын имают из сосуда с водой, излишку воды в течение 10 мин дают стечь и взвешивают на воздухе на технических весах.
Среднюю плотность зерен крупного заполн ите ля каждой фракц ии вычисляют как среднее арифмет ическое значен ие результатов двух паралл ельных опр еделе ний, каждое из которых про из водят на новой порции заполнителя.
Контейнер для насыщения заполнителя водой
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)
1 - нижняя часть конте йне ра, 2 - крышка; 3 - дв е шпильки диаметром 4 мм и длиной 2 м м; 4 - отв ерстия д иам етром 4 мм с шагом 8 мм на нижней част и конте йне ра и крышке; 5 - коль цо д иа метром 10 мм
Черт. 3
4.5. Обработка результатов
Среднюю плотность зере н крупного заполн ителя (ρк) в г/см3 вычисляют по формуле
(2)
где m1 - масса пробы сухого заполнителя, найденная по ра зност и массы контей нера с высушенной пробой и массы контейнера пр и взвеш ивани и на воздухе, г;