24
20.4.2. После совпадения насыпной плотности заполнителя в цилиндре с насыпной плотностью заполнителя, определенной по разд. 3 (в пределах допустимого разброса), проводят испытание заполнителя на прочность.
Для этого цилиндр с плунжером помещают на подушку гидравлического пресса, сдавливают заполнитель до погружения плунжера на 20 мм (до верхней риски) и отмечают показание стрелки манометра в этот момент.
20.4.3. Вдавливание плунжера должно производиться без перекоса со скоростью 0,5-1,0 мм/с.
20.5. Обработка результатов
20.5.1. Прочность при сдавливании заполнителя в цилиндре (Rсд) в МПа (кгс/см2) вычисляют по формуле
(30)
гд е Р - нагрузка при сдавливании заполнителя, соответствующая погружению плунжера до вер хней риски, Н (кгс);
F - площадь поперечного сечения цилиндра, равная 0,0177 м2 (177 см2).
20.5.2. Прочность заполнителя отдельной фракции при сдавливании в цилиндре вычисляют как среднее арифметическое значение результатов двух параллельных определений для каждой фракции заполнителя.
21. ОПРЕДЕЛЕНИЕ МАРОЧНОЙ ПРОЧНОСТИ
КРУПНОГО ЗАПОЛНИТЕЛЯ В БЕТОНЕ
21.1. Сущность метода
Марочную прочность крупного заполнителя определяют с помощью номограммы (черт. 7) по результатам определения прочности бетона условного состава (с постоянной объемной концентрацией крупного заполнителя, равной 0,35) и прочности его растворной части.
Номограмма для определения
марочной прочности заполнителя
по прочности бетона и растворной части
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)
Rб - прочность бетона; Rр - прочность раствора, отсеянного от бетона;
II - марочная прочность заполнителя
Черт. 7
21.2. Аппаратура и материалы
Весы для статического взвешивания по ГОСТ 23676-79.
Технические весы по ГОСТ 24104-88.