20
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)
1 - подвиж ны й уголь ник; 2 - непод виж ны й угольник; 3 - двойной шарнирный параллелограмм; 4 - кулиса -стрелка; 5 - шкала; 6 - ось поворота; 7 - ось ползуна ; 8 - рукоятка; 9 - зерно щебня; 10 - инвентарный в инт
Черт. 5
16.3. Подготовка пробы
От пробы испытываемо й фракции заполнителя отбирают 1 л и квартованием выделяют 50 зерен.
16.4. Проведение испытания
С помощью формомера или штангенциркуля определяют коэффициент формы каждого зерна.
Формомер состоит из раздвижного предметного прямоугольника ABCD, образованного подвижным 1 и неподвижным 2 угольниками, соединенных двойным шарнирным параллелограммом 3 и кулисой-стрелкой 4 со шкалой 5. При этом прямая, соединяющая ось поворота 6 и ось ползуна 7 кулисы 4, равна и параллельна диагонали между вершинами В и D угольников, а подвижной угольник 1 у вершины D снабжен рукояткой 8, выполненной таким образом, что одной рукой удобно поддерживать рукоятку 8 и вложенное в угольник зерно гравия (щебня) 9.
Перед началом работы прибор крепят к столу двумя инвентарными винтами 10, чтобы измерительный контур был вне стола, и под контуром размещают емкость для сбора измеренных зерен.
При измерении зерно щебня (гравия) вкладывают в один из угольников длиной вдоль длинной стороны и, поддерживая его большим и указательным пальцем руки, держащей рукоятку, перемещают рукоятку до соприкосновения с зерном обеих сторон второго угольника. Кулиса-стрелка при этом всегда параллельна диагонали BD прямоугольника. При этом размер длинной стороны прямоугольника становится равным длине, а размер короткой - толщине зерна; отношение названных размеров зерна равно отношению размеров сторон прямоугольника или tg α, в значениях которого проградуирована шкала 5.
При отводе подвижного угольника 1 в исходное положение и змеренное зерно выпадает в подготовленную емкость.
При отсутствии формомера коэффициент формы зерен определяют с помощью штангенциркуля. Для этого с погрешностью до 1 мм штангенциркулем измеряют наибольший и наименьший размеры каждого зерна. Затем вычисляют коэффициент формы (Кф) для каждого зерна по формуле