0С, (4.1)
где tб.н. – температура бетонной смеси нормативная (С), т.е. требуемый нижний предел температуры смеси по завершении укладки ее в опалубку либо выгрузки из транспортного средства в приемный бункер для подогрева перед подачей в опалубку;
tб.н. 0С (рекомендуется 2…5С) – в случае последующей тепловой интенсификации твердения бетона или применения предварительного разогрева смеси перед укладкой в опалубку (кроме нагнетательных способов подачи);
tб.н. 20С – при подаче бетонной смеси в опалубку нагнетательными способами;
tн.в. – температура наружного воздуха, С;
, дол. ед., составляют потери температуры бетонной смесью на протяжении технологического цикла, включающего все операции, от выгрузки ее из смесителя в транспортное средство до отделки и влаго-, теплоизоляции поверхности забетонированной конструкции (или до перегрузки смеси из транспортного средства в бункер для разогрева перед укладкой в опалубку, если используется предварительный разогрев бетона).
Потери температуры бетонной смеси на отдельной i-ой операции технологического цикла доставки ее на объект и укладки в опалубку определяют по формуле
д.ед., (4.2)
где - относительное снижение температуры смеси в процессе выполнения i-ой операции за 1 минуту при разнице температур смеси и наружного воздуха в 1С (С/Смин), значения которого приведены в таблице 4.1;
- продолжительность i-ой операции в минутах.
Таблица 4.1
Значения ![](data:image/png;base64,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)
№ п/п
| Наименование и условия выполнения операций
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)
С/С . мин
| 1
| 2
| 3
| 1
| Загрузка (погрузка или перегрузка) смеси 1 раз
| 0,032
| 2
| Транспортирование смеси:
самосвалами:
до 2 м3
до 3,2 м3
автобетоновозом с теплоизоляицией кузова (до 3,2 м3)
автобадьевозом (до 1,6 м3)
автобетоносмесителями:
до 2,5 м3
до 3,5 м3
до 5 м3
более 5 м3
то же в зимнем исполнении
|
0,003
0,0025
0,00022
0,0009 0,0024
0,0019
0,0014
0,001
0,0014
| 3
| Подача смеси к месту укладки в опалубку (в 0С / 0С.м):
нагнетательные методы, по бетоноводу на 1 м длины без утепления с утеплением в поворотных (неповоротных) бункерах (бадьях) краном на высоту Н, м, на каждый метр шахтным подъемником в утепленной шахте высотой Н, м, на каждый метр
|
0,003 0,001
0,0022 0,001
| 1
| 2
| 3
| 4.
| Укладка и уплотнение бетона в конструкцию с минимальным размером или толщиной слоя бетона, в м:
0,06
0,10
0,15
0,2
0,3
0,4
0,5
0,6
|
0,03
0,018
0,012
0,009
0,007
0,006
0,004
0,003
| 5.
| Отделка (заглаживание) и гидротеплоизоляция поверхности, на 1 м2 (в 0С / 0С. м2).
Установка электродов после укладки бетона, за 1 мин
| 0,001
| 6.
| Подключение электродов, греющих проводов, намотка провода индуктора и его подключение после гидро-, теплоизоляции бетона
| 0,0004
| |