27
Противень.
Совок.
Кельма типа КБ по ГОСТ 9533-81.
Формы для призм размерами 10?10?40 см (при их отсутствии - для кубов 10?10?10 см) по ГОСТ 22685-77.
Камера для нормального твердения.
Приспособление для раскалывания бетонной призмы на кубы, состоящее из пятимиллиметровых металлических стержней, соединенных пружинами или резинками-продержками в рамку (черт. 8).
Гидравлический пресс с максимальным усилием 50-750 кН (5-75 тс) по ГОСТ 8905-82.
Портландцемент марок 400-500 по ГОСТ 10178-85.
Схема приспособления для раскалывания
бетонной призмы на кубы
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)
1 - металлические стержни диаметром 5 мм; 2 - места расточки стержней до диаметра 3 мм; 3 - резинка-продержка (или стальная пружина); 4 - места прошивки резинки
Черт. 8
22.3. Подготовка пробы
Пробу щебня фракций 5-10 и 10-20 мм объемом соответственно 15 и 20 л каждая высушивают до постоянной массы и просеиванием отделяют зерна смежных фракций.
Пробу песка (из той же породы, что и щебень) объемом 30 л также высушивают до постоянной массы и выделяют фракцию размером 0-5 мм.
Необходимое для стандартных составов бетонов количество цемента, щебня и песка дозируют в соответствии с табл. 5.
Таблица 5
Номер замеса | Расход цемента на замес, кг | Расход заполнителей на замес, л |
Размер фракций, мм |
песка | щебня |
0-5 | Б-10 | 10-20 |
1 | 2,4 | 8,5 | 3,7 | 5,6 |
2 | 4,3 | 7,8 | 3,7 | 5,6 |
3 | 7,2 | 7,0 | 3,7 | 5,6 |
22.4. Проведение испытания
Отдозированные на замес компоненты перемешивают в сухом виде на предварительно увлажненном противне, затем постепенно наливают воду до получения малоподвижной бетонной смеси с осадкой конуса 1-4 см по ГОСТ 7473-85.
Смесь перемешивают вручную в течение 5 мин (или 3 мин при использовании лабораторной бетономешалки принудительного действия) и дважды на разных порциях проверяют осадку конуса.
Израсходованное количество воды измеряют.