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ТИПОВАЯ ТЕХНОЛОГИЧЕСКАЯ КАРТА (ТТК)
УСТРОЙСТВО МОНОЛИТНЫХ ЖЕЛЕЗОБЕТОННЫХ СТЕН ПОДВАЛОВ ВЫСОТОЙ ДО 6м
И ТОЛЩИНОЙ ДО 500мм ЗДАНИЙ И СООРУЖЕНИЙ ОБЩЕГО НАЗНАЧЕНИЯ
1. ОБЛАСТЬ ПРИМЕНЕНИЯ
Типовая технологическая карта разработана на устройство монолитных железобетонных стен подвалов высотой до 6 м и толщиной до 500 мм зданий и сооружений общего назначения.
Параметры монолитной железобетонной стены технологического подвала (размеры, армирование, расход материалов) приняты применительно к одному из реальных проектов.
Армирование конструкций стены - пространственными каркасами и плоскими сетками; стыки арматурных сеток и каркасов выполняются внахлестку, без сварки, с расположением их вразбежку.
Калькуляция затрат труда, график выполнения работ, потребность в материально-технических ресурсах, технико-экономические показатели выполнены для стены, расположенной в пределах температурного блока размером 36 42 м толщиной 500 мм (базовый вариант).
Данная карта позволяет также с помощью фасетов произвести расчет вышеперечисленных показателей для стен толщиной 250 мм и высотой до 3,6 м и 6 м.
Технологической картой предусматривается устройство монолитной железобетонной стены с применением унифицированной разборно-переставной опалубки "Монолпт-77", укрупненной в опалубочные панели.
В технологической карте приняты 3 варианта подачи и укладки бетонной смеси: автобетононасосом СБ-126А (базовый вариант рис.1) и стреловыми самоходными кранами МКГ-16М (вариант 2) и КС-4362 (вариант 3 рис.2).
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)
Рис.1. Схема возведения монолитной железобетонной стены при укладке бетонной смеси автобетононасосом (1 вариант)
Погрузо-разгрузочные работы, арматурные и опалубочные работы выполняются автомобильным краном грузоподъемностью 6,3 т.
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)
Рис.2. Схема возведения монолитной железобетонной стены при укладке бетонной смеси с помощью стрелового крана (2, 3 варианты)
Состав работ
I - установка наружной опалубки 1-го яруса
II - установка арматурных сеток и каркасов
III - установка внутренней опалубки 1-го яруса и наружной опалубки 2-го яруса
IV - бетонирование 1-го яруса
V - установка внутренней опалубки 2-го яруса и наружной опалубки 3-го яруса
VI - бетонирование 2-го яруса
VII - установка внутренней опалубки 3-го яруса
VIII - бетонирование 3-го яруса
IX - разборка опалубки
1 - автобетононасос
2 - автобетоносмеситель
3 - автомобильный кран
4 - передвижные подмостки
5 - наружная опалубка
6 - внутренняя опалубка
7 - арматурные каркасы
8 - заглушки
9 - бункеры поворотные
10 - стреловой кран
![](data:image/jpg;base64,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)
складские площадки
![](data:image/jpg;base64,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)
площадки укрупнительной сборки панелей опалубки
![](data:image/jpg;base64,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)
направление движения автобетононасоса при возведении стены
При привязке технологической карты к конкретному объекту и условиям строительства уточняются объемы работ, калькуляция затрат труда, средства механизации с учетом использования наличного парка машин, оборудования и приспособлений.
2. ОРГАНИЗАЦИЯ И ТЕХНОЛОГИЯ ВЫПОЛНЕНИЯ РАБОТ
До начала устройства монолитной железобетонной стены должны быть выполнены следующие работы:
устроены подъездные пути и автодороги;
обозначены пути движения механизмов, места складирования, укрупнения элементов опалубки, подготовлена монтажная оснастка и приспособления;
завезены арматурные сетки, каркасы и комплекты опалубки в количестве, обеспечивающем бесперебойную работу не менее, чем в течение двух смен;
составлены акты приемки в соответствии с требованиями нормативных документов;
предусмотрены мероприятия по обеспечению сохранения арматурных выпусков из фундаментных плит от коррозии и деформации;
произведена геодезическая разбивка осей и разметка положения стен в соответствии с проектом; на поверхность фундаментной плиты краской нанесены риски, фиксирующие положение рабочей плоскости щитов опалубки.
Работы выполняются в 2 смены.
В состав работ, рассматриваемых картой, входят:
вспомогательные (разгрузка, складирование, сортировка арматурных изделий и комплектов опалубки);
арматурные;
опалубочные;
бетонные.
Разгрузку, сортировку, раскладку арматурных сеток, армокаркасов, элементов опалубки, монтаж армокаркасов, сеток и укрупненных панелей опалубки, навеску площадок, а также демонтаж опалубки выполняют с помощью автокранов КС-2561Д. Количество кранов принимается согласно ППР.
Арматурные сетки и армокаркасы поступают на стройплощадку в собранном виде.
Опалубочные панели собирают из отдельных щитов на специальных стендах. Последовательность сборки приведена ниже:
щиты укладывают рабочей поверхностью вниз, в местах установки монтажных и рабочих креплений кладут деревянные рейки;
выверяют габаритные размеры панелей, по контуру панелей прибивают деревянные бруски-ограничители;
щиты соединяют между собой пружинными скобами или крюками;
в местах расположения деревянных реек щиты соединяют болтами;
в деревянных рейках в местах пропуска стяжек просверливают отверстия диаметром 18 - 20 мм;
поверх щитов раскладывают схватки;
схватки со щитами соединяют натяжными крюками с клиновым или винтовым запором;
поверх схваток перпендикулярно им укладывают связи жесткости, для чего используют те же схватки;
схватки со связями соединяют болтами;
на верхнем ярусе схваток укрепляют монтажные петли;
к нижним ярусам схваток или связям жесткости прикрепляют подкосы, обеспечивающие устойчивость панелей в вертикальном положении.
В данной технологической карте даны схемы укрупненных панелей опалубки высотой 2,1 м и 1,8 м (на высоту яруса бетонирования) и длиной 4,55 мм.
Работы по возведению монолитной стены подвала выполняются в определенной последовательности (рис.3).
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)
Рис.3. Основные этапы возведения железобетонной стены
а - установка арматурных каркасов;
б - установка панелей опалубки;
в - укладка бетонной смеси автобетононасосом (вариант 1),
г - укладка бетонной смеси с помощью стрелового крана (варианты 2, 3)
1 - панель опалубки;
2 - подкос;
3 - арматурный каркас;
4 - фиксаторы для создания защитного слоя;
5 - арматурные выпуски;
6 - струбцины;
7 - строп;
8 - расчалки;
9 - якорь;
10 - передвижные подмости;
11 - навecная площадка;
12 - лоток;
13 - бункер поворотный;
14 - стреловой кран;
15 - стяжки монтажные;
16 - распорки;
17 - автобетононасос.
Укладывают по всему периметру стены маячные рейки, которые крепят гвоздями к деревянным пробкам, заложенным в фундаментной плите; внутренняя грань рейки должна совпадать с наружной гранью бетонируемой стены.
Устанавливают наружные опалубочные панели первого яруса (рис.4).
![](data:image/jpg;base64,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)
Рис.4. Схема раскладки панелей опалубки стен подвала
Укладывают арматурные сетки и каркасы на всю высоту с раскреплением их расчалками; на арматурных сетках и каркасах располагают фиксаторы с шагом 1 м для создания защитного слоя бетона; работы ведутся с передвижных площадок; для временного крепления арматурных каркасов к опалубке используются струбцины (рис.5).
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)
Рис.5.Схема армирования стены подвала
1 - укрупненные панели (рис.6-8) опалубки (УП-1, УП-2)
2 - добор из отдельных щитов
3 - торцевая опалубка
4 - прокладки-компенсаторы между панелями
5 - подкосы
6 - стяжка
7 - стяжка монтажная
8 - распорка
9 - маячная рейка
10 - фундаментальная сварка
11 - клиновой замок
12 - арматурные каркасы
13 - арматурные сетки
14 - монтажная сварка
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)
Рис.6.Укрупненная панель опалубки УП-1
![](data:image/jpg;base64,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)
Рис.7. Укрупненная панель опалубки УП-2
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)
Рис.8. Элементы панелей опалубки
1 - металлические щиты опалубки
2 - схватки составные
3 - вертикальные связи жесткости
4 - деревянные рейки
5 - монтажные петли
6 - чека
7 - клин
8 - скоба прижимная
9 - крюк натяжной
Устанавливают наружные опалубочные панели стены второго яруса и внутренние опалубочные панели первого яруса. Опалубочные панели устанавливают таким образом, чтобы нижнее внутреннее ребро панели совпало с нанесенными рисками. Между панелями кладут прокладки-компенсаторы из деревянных реек или оргалита для ликвидации всех отклонений в проектных размерах панели. Смежные панели соединяют пружинными крюками или болтами. Установку панелей опалубки производят с передвижных площадок. На монтируемых опалубочных панелях первого яруса должны быть закреплены подкосы. Стропы подъемного механизма могут быть освобождены лишь после того, как установленная и выверенная относительно горизонтальной оси панель раскреплена расчалками. После расстроповки ставят монтажные крепления между противоположными панелями. Для этого в отверстия деревянных реек пропускают проволочные стяжки и на их концах укрепляют клиновые замки. Затем с помощью регулировочных винтов подкосов выверяют панели относительно вертикальной оси. После соединения противоположных панелей и установки временных распорок инвентарные подкосы снимают и используют при монтаже других панелей. Расчалки оставляют до укладки в опалубку бетонной смеси.
Бетонируют 1 ярус стены по высоте. Бетонную смесь укладывают слоями 30 - 40 см. Бетонная смесь должна иметь осадку конуса 4 - 12 см. Подбор и назначение состава бетонной смеси осуществляется строительной лабораторией. Бетонирование стены производится автобетононасосом (базовый вариант) в сочетании с необходимым количеством автобетоносмесителей. Бетонирование стены следует производить без перерыва участками по 20 м с устройством заглушек из стальной сетки. При бетонировании стреловыми самоходными кранами (варианты 2, 3) подача бетонной смеси производится в поворотных бункерах вместимостью 1 м
. Строповку бункера производят двухветвевым стропом грузоподъемностью 5 т.
Устанавливают наружные опалубочные панели третьего яруса и внутренние опалубочные панели второго яруса. На щитах нижележащей панели закрепляют прокладки из деревянных реек. Вертикальные связи нижележащих панелей соединяют с вертикальными связями вышележащих панелей. Внутренние панели второго яруса крепятся расчалками к наружным панелям третьего яруса. На внутренние панели навешивают рабочие площадки для бетонирования. Производят выверку панелей и устанавливают рабочие крепления (проволочные) стяжки.
Бетонируют II ярус стены. Устанавливают внутреннюю опалубку третьего (верхнего) яруса. После выверки панелей на уровне верхнего яруса устанавливают 2 - 3 временные деревянные распорки, которые привязывают проволокой к стяжкам.
Бетонируют III ярус стены.
Мероприятия по уходу за бетоном в период набора прочности, порядок и сроки их проведения, контроль за выполнением этих мероприятий необходимо осуществлять в соответствии с требованиями . Открытые поверхности бетона необходимо защитить от потерь влаги путем поливки водой или укрытия их влажными материалами (брезентом). Сроки выдерживания и периодичность поливки назначает строительная лаборатория.
При производстве работ в зимних условиях принимают меры по обеспечению нормального твердения бетона при ожидаемой среднесуточной температуре наружного воздуха ниже 5 °С и минимальной суточной температуре ниже 0 °С в соответствии со .
Демонтаж боковых элементов опалубки следует производить после достижения бетоном прочности, обеспечивающей сохранность поверхности и кромок углов от повреждений.
Демонтаж опалубки производят с передвижных площадок в следующем порядке:
снимают замки на стяжках;
убирают навесные площадки;
снимают крепления, соединяющие смежные опалубочные панели;
убирают расчалки и подкосы;
стропят демонтируемую опалубочную панель, производят ее отрыв от забетонированной конструкции с помощью ломика или ручного домкрата;
переставляют панель на площадку складирования.
Варианты рекомендуемых машин и оборудования для возведения монолитной железобетонной стены приводятся в табл.1.
Таблица 1
Варианты рекомендуемых машин и оборудования для возведения монолитной железобетонной стены
Наименование комплекта машин и оборудования
|
Вариант (фасет-код)
|
Техническая характеристика
|
Марка
|
Количество, шт.
|
Кран монтажный
|
1, 2, 3
(28-1)
|
Кран автомобильный грузоподъемностью 6,3 т
|
КС-2561Д
|
2
|
Машины для бетонирования
|
1
(28-2)
|
Автобетононасос производительностью 17
м /ч
|
СБ-126А
|
1
|
|
2
(28-3)
|
Кран гусеничный грузоподъемностью до 16 т
|
МКГ-16М
|
1
|
|
3
(28-4)
|
Кран пневмоколесный грузоподъемностью до 16 т
|
КС-4362
|
1
|
3. ТРЕБОВАНИЯ К КАЧЕСТВУ И ПРИЕМКЕ РАБОТ
При приемке материалов, изделий и инвентаря на объекте проверяют их размеры, предельные отклонения положения элементов опалубки, арматурных изделий относительно разбивочных осей или ориентирных рисок.
Отклонения не должны превышать величин, указанных в СНиП 3.03.01-87, таблица 11
При приемке работ предъявляют журналы сварочных работ, документы лабораторных анализов и испытаний строительных лабораторий, акты освидетельствования скрытых работ.
Средства контроля операций и процессов приводятся в табл.2.
Таблица2
Средства контроля операций и процессов
Наименование процессов, подлежащих контролю
|
Предмет контроля
|
Инструмент и способ контроля
|
Периодичность контроля
|
Ответственный за контроль
|
Технические критерии оценки качества
|
Приемка арматуры
|
Соответствие арматурных сеток и каркасов проекту
|
Визуально
|
До начала установки сеток и каркасов
|
Производитель работ
|
В соответствии с требованиями ГОСТа или ТУ (рабочие чертежи)
|
Складирование арматурных сеток и каркасов
|
Правильность складирования, хранения
|
То же
|
То же
|
Мастер
|
В соответствии с требованиями
|
Укладка бетонной смеси
|
Качество бетонной смеси
|
Конус СтройЦНИЛпресс (ПСУ-500), лабораторный контроль
|
До бетонирования
|
Мастер, лаборант
|
То же
|
|
Правильность технологии укладки бетонной смеси
|
Визуально
|
В процессе укладки
|
Мастер
|
То же
|
|
Шаг перестановки и глубина погружения вибраторов, правильность установки вибраторов, толщина бетонного слоя при уплотнении
|
То же, стальная линейка
|
В процессе уплотнения
|
То же
|
То же
|
Уход за бетоном при твердении
|
Соблюдение влажностного и температурного режимов
|
Термометр, влагомер. Лабораторный контроль
|
В процессе твердения
|
Мастер, лаборант
|
То же
|
Разборка опалубки
|
Технологическая последовательность разборки элементов опалубки
|
Визуально, лабораторный контроль
|
После набора прочности бетоном
|
То же
|
То же
|
Подготовка опалубки
|
Очистка элементов опалубки от бетонных наплывов
|
Визуально
|
После разборки опалубки
|
Мастер
|
То же
|
4. КАЛЬКУЛЯЦИЯ ЗАТРАТ ТРУДА, МАШИННОГО ВРЕМЕНИ, ЗАРАБОТНОЙ ПЛАТЫ НА 1 ЗАХВАТКУ
Таблица 3
Наименование процессов
|
Номер фасет для пересчета показателей
|
Единица измерения
|
Объем работ
|
Обоснование (ЕНиР и др. нормы)
|
|
|
|
|
|
|
|
|
|
|
1. Разгрузка с транспортных средств элементов опалубки, арматурных изделий, инвентаря и приспособлений
|
01, 02
|
100 т
|
2,035
|
ЕНиР, §Е1-5, табл. 2, п. 2, ПР-3
|
2. Сортировка элементов опалубки, арматурных изделий и подача к месту работ
|
03
|
1 т
|
200,5
|
ЕНиР, §Е5-1-1, пп. 1, 2
|
3. Укрупнительная сборка панелей опалубки стен
|
04
|
м
|
1390
|
ЕНиР, §Е4-1-40, п. 1
|
4. Монтаж крупнощитовой металлической опалубки стен
|
04, 05
|
м
|
1390
|
ЕНиР, §E4-1-37, табл. 4, п. 2а
|
5. Установка прокладок-компенсаторов между панелями опалубки
|
06
|
100 м заделки
|
3
|
ЕНиР, §Е4-1-43, п. 16
|
6. Установка доборов из отдельных щитов
|
07
|
м
|
80
|
ЕНиР, §Е4-1-37, табл. 2, п. 1
|
7. Монтаж навесных площадок
|
08
|
шт.
|
180
|
ЕНиР, §Е5-1-2, п. 4
|
8. Кладка арматурных сеток
|
09
|
шт.
|
122
|
ЕНиР, §Е4-1-44, табл. 1, п. 2а
|
9. Кладка арматурных каркасов
|
10, 11
|
т
|
64
|
ВниР, §В14-1-10, табл. 2, п. 4г, ПР-3
|
10. Кладка арматуры из отдельных стержней
|
I2, 13
|
т
|
8,5
|
ЕНиР, §Е4-1-46, п. 10г
|
11. Монтажная сварка
|
14, 15
|
100 соединений
|
39
|
ВНиР, §В14-1-13г, табл. 4, п. 2в, ПР-8
|
12. Прием бетонной смеси
|
16, 29
|
100 м
|
3.70
|
ЕНиР, §Е4-1-54, п. 20
|
13. Подача бетонной смеси
|
17, 18
|
т
|
925
|
ЕНиР, 1973г., § 24-13
|
14. Укладка бетонной смеси
|
19, 20
|
м
|
370
|
Расчет № 1
|
15. Поливка бетонных поверхностей водой
|
21
|
100 м
|
176,4
|
ЕНиР, §Е4-1-54, п. 9
|
16. Демонтаж навесных площадок
|
08
|
шт.
|
180
|
ЕНиР, §Е5-1-2. п. 4, ПР-2
|
17. Демонтаж крупнощитовой опалубки
|
04, 22
|
м
|
1390
|
ЕНиР, §E4-1-37, п. 2б
|
18. Разборка доборов
|
07
|
м
|
80
|
ЕНиР, §Е4-1-37. т. 2. п. 2
|
19. Погрузка элементов опалубки, инвентаря и приспособлений
|
02, 23
|
100 т
|
1,184
|
ЕНиР, §Е1-5, табл. 2, п. 2, ПР-3
|
Итого:
|
|
|
|
|
Наименование процессов
|
Норма времени
|
|
Расценка, р.-к.
|
|
|
рабочих, чел.-ч
|
машиниста, чел.-ч (маш.-ч)
|
рабочих
|
машиниста
|
1. Разгрузка с транспортных средств элементов опалубки, арматурных изделий, инвентаря и приспособлений
|
12
|
6,1
|
7-68
|
5-56
|
2. Сортировка элементов опалубки, арматурных изделий и подача к месту работ
|
0,65
|
0,32
|
0-48,4
|
0-33,9
|
3. Укрупнительная сборка панелей опалубки стен
|
0,38
|
-
|
0-28,3
|
-
|
4. Монтаж крупнощитовой металлической опалубки стен
|
0,24
|
0,08
|
0-17,5
|
0-07,3
|
5. Установка прокладок-компенсаторов между панелями опалубки
|
6,6
|
-
|
4,62
|
-
|
6. Установка доборов из отдельных щитов
|
0,39
|
-
|
0-29,1
|
-
|
7. Монтаж навесных площадок
|
0,27
|
0,14
|
0-20,1
|
0-14,8
|
8. Кладка арматурных сеток
|
0,79
|
0,395
|
0-53,5
|
0-35,9
|
9. Кладка арматурных каркасов
|
2,97
|
0,594
|
2-43,7
|
0-54,1
|
10. Кладка арматуры из отдельных стержней
|
15
|
-
|
11-63
|
-
|
11. Монтажная сварка
|
1,3
|
-
|
1-18,3
|
-
|
12. Прием бетонной смеси
|
0
|
-
|
0
|
-
|
13. Подача бетонной смеси
|
0
|
0
|
0
|
0
|
14. Укладка бетонной смеси
|
0,18
|
0,125
|
0-11,4
|
0-11,9
|
15. Поливка бетонных поверхностей водой
|
0,14
|
-
|
0-09
|
-
|
16. Демонтаж навесных площадок
|
0,216
|
0,112
|
0-16,1
|
0-11,8
|
17. Демонтаж крупнощитовой опалубки
|
0,14
|
0,047
|
0-09,2
|
0-04,3
|
18. Разборка доборов
|
0,21
|
-
|
0-14,1
|
-
|
19. Погрузка элементов опалубки, инвентаря и приспособлений
|
12
|
6,1
|
7-68
|
5-56
|
Итого:
|
|
|
|
|
Наименование процессов
|
Затраты труда
|
|
Заработная плата, р.-к.
|
|
|
рабочих, чел.-ч
|
машиниста, чел.-ч (маш.-ч)
|
рабочих
|
машиниста
|
|
24,42
|
12,41
|
15-63
|
11-31
|
1. Разгрузка с транспортных средств элементов опалубки, арматурных изделий, инвентаря и приспособлений
|
130,32
|
64,16
|
97-04
|
67-97
|
2. Сортировка элементов опалубки, арматурных изделий и подача к месту работ
|
528,20
|
-
|
393-37
|
-
|
3. Укрупнительная сборка панелей опалубки стен
|
333,60
|
111,2
|
243-25
|
101-47
|
4. Монтаж крупнощитовой металлической опалубки стен
|
19,80
|
-
|
13-86
|
|
5. Установка прокладок-компенсаторов между панелями опалубки
|
31,20
|
-
|
23-28
|
|
6. Установка доборов из отдельных щитов
|
48,60
|
25,20
|
36-18
|
26-64
|
7. Монтаж навесных площадок
|
96,38
|
48,19
|
65-27
|
43-80
|
8. Кладка арматурных сеток
|
190,1
|
38,02
|
155-97
|
34-62
|
9. Кладка арматурных каркасов
|
127,5
|
-
|
98-85
|
-
|
10. Кладка арматуры из отдельных стержней
|
50,7
|
-
|
46-14
|
-
|
11. Монтажная сварка
|
0
|
-
|
0
|
-
|
12. Прием бетонной смеси
|
0
|
0
|
0
|
0
|
13. Подача бетонной смеси
|
66,3
|
46,25
|
42-18
|
44-03
|
14. Укладка бетонной смеси
|
24,70
|
-
|
15-88
|
-
|
15. Поливка бетонных поверхностей водой
|
38,88
|
20,16
|
28-98
|
21-24
|
16. Демонтаж навесных площадок
|
194,60
|
65,33
|
127-88
|
59-77
|
17. Демонтаж крупнощитовой опалубки
|
16,80
|
-
|
11-28
|
-
|
18. Разборка доборов
|
14,21
|
7,22
|
9-09
|
6-58
|
19. Погрузка элементов опалубки, инвентаря и приспособлений
|
1936,6
|
438,14
|
1424-13
|
417-43
|
Итого:
|
|
|
|
|
Наименование процессов
|
Время пребывания машины на объекте, маш.-ч
|
Заработная плата машиниста с учетом пребывания машины на объекте, р.-к.
|
|
|
|
|
12,41
|
11-31
|
1. Разгрузка с транспортных средств элементов опалубки, арматурных изделий, инвентаря и приспособлений
|
64,16
|
67-97
|
2. Сортировка элементов опалубки, арматурных изделий и подача к месту работ
|
-
|
-
|
3. Укрупнительная сборка панелей опалубки стен
|
111,2
|
101-47
|
4. Монтаж крупнощитовой металлической опалубки стен
|
|
|
5. Установка прокладок-компенсаторов между панелями опалубки
|
|
|
6. Установка доборов из отдельных щитов
|
25,2
|
26-64
|
7. Монтаж навесных площадок
|
48,19
|
43-80
|
8. Кладка арматурных сеток
|
38,02
|
34-62
|
9. Кладка арматурных каркасов
|
-
|
-
|
10. Кладка арматуры из отдельных стержней
|
-
|
-
|
11. Монтажная сварка
|
-
|
-
|
12. Прием бетонной смеси
|
-
|
-
|
13. Подача бетонной смеси
|
23,12
|
44-03
|
14. Укладка бетонной смеси
|
-
|
-
|
15. Поливка бетонных поверхностей водой
|
20,16
|
21-24
|
16. Демонтаж навесных площадок
|
65,33
|
59-77
|
17. Демонтаж крупнощитовой опалубки
|
|
|
18. Разборка доборов
|
7,22
|
6-58
|
19. Погрузка элементов опалубки, инвентаря и приспособлений
|
415,01
|
417-43
|
Итого:
|
|
|
Калькуляция затрат труда, машинного времени и заработной платы составлена для варианта возведения монолитной железобетонной стены высотой 6 м, толщиной 0,5 м при бетонировании с помощью автобетононасоса.
5. ГРАФИК ПРОИЗВОДСТВА РАБОТ
Таблица 4
Наименование процесса
|
Единица измерения
|
Объем работ
|
Затрата труда
|
|
Принятий состав звена
|
Продолжительность процесса, ч
|
|
|
|
рабочих чел.-ч
|
машиниста чел.-ч (маш.-ч )
|
|
|
Разгрузка, сортировка и установка опалубки (п.л. 1,2,4,5,6,7 по калькуляции)
|
100 м
|
3.7
|
587,94
|
212,97
|
Звено №1
Слесари-монтажники:
4 р. - 1
3 р - 1
2 р. - 1
Машинист 5 р. - 1
|
212,97
|
Укрупнительная сборка панелей опалубки (п.п.8, 9, 10 по калькуляции)
|
100 м
|
3.7
|
528,2
|
212,97
|
Звено №2
Слесари строительные:
4 р. - 2
3 р. - 2
|
132,05
|
Арматурные работа (п.п. 8, 9, 10 по калькуляции)
|
100 м
|
3.7
|
413,96
|
86,21
|
Звено №3
Арматурщики:
4 р. - 1
Монтажники конструкций:
4 р. - 1
2 р - 2 Электросварщик
5 р. - 1
Машинист
5 р. - 1
|
86,21
|
Сварка (п. 11)
|
100 м
|
3.7
|
50,7
|
86,21
|
|
|
Бетонные работы (п.п. 12, 13, 14 по калькуляции)
|
100 м
|
3.7
|
66,6
|
46,25
|
Звено №4
Бетонщики:
3 р. - 1
2 р. - 2
Оператор
5 р. - 1 Машинист
5 р. - 1
|
23,12
|
Уход за бетоном (п.15)
|
100 м
|
3.7
|
24,70
|
46,25
|
|
|
Разборка опалубки и погрузка материалов (п.п. 16,17,18,19 по калькуляции)
|
100 м
|
3.7
|
264,49
|
92,71
|
Звено №1
Слесари-монтажники
4 р. - 1
З р. - 1
2 р. - 1
Машинист 5 р. - 1
|
92,71
|
Итого
|
|
|
1936,6
|
418,14
|
|
|
Наименование процесса
|
|
|
|
|
|
|
Наименование процесса
|
|
|
|
|
|
|
|
3
|
6
|
9
|
12
|
15
|
18
|
21
|
24
|
27
|
30
|
33
|
36
|
39
|
Разгрузка, сортировка и установка опалубки (п.л. 1,2,4,5,6,7 по калькуляции)
|
_
|
_
|
_
|
_
|
_
|
_
|
________
|
_
|
_
|
|
|
|
|
Укрупнительная сборка панелей опалубки (п.п.8, 9, 10 по калькуляции)
|
|
_
|
_
|
_
|
_
|
_
|
____
|
|
|
|
|
|
|
Арматурные работа (п.п. 8, 9, 10 по калькуляции)
|
|
|
_
|
_
|
_
|
_
|
|
|
|
|
|
|
|
Сварка (п. 11)
|
|
|
_
|
_
|
_
|
_
|
|
|
|
|
|
|
|
Бетонные работы (п.п. 12, 13, 14 по калькуляции)
|
|
|
|
|
|
_
|
|
_
|
_
|
|
|
|
|
Уход за бетоном (п.15)
|
|
|
|
|
|
_
|
_
|
_
|
_
|
_
|
_
|
|
|
Разборка опалубки и погрузка материалов (п.п. 16,17,18,19 по калькуляции)
|
|
|
|
|
|
|
|
|
_
|
_
|
_
|
_
|
_
|
График производства работ составлен для варианта возведения монолитной железобетонной стены высотой 6 м, толщиной 0,5 м при бетонировании с помощью автобетононасоса.
6. МАТЕРИАЛЬНО-ТЕХНИЧЕСКИЕ РЕСУРСЫ
Потребность в инструменте, инвентаре и приспособлениях приведена в табл..
Таблица 5
Наименование
|
Марка, техническая характеристика, ГОСТ, № чертежа
|
|
Количество по вариантам
|
|
Назначение
|
|
|
1
|
2
|
3
|
|
Бункер
|
Проект 389-2.00.000
|
-
|
1
|
1
|
Подача бетонной смеси
|
Вибратор глубинный
|
ИВ-47А
ТУ-22-4666-80
|
1
|
1
|
1
|
Вибрирование уложенной бетонной смеси
|
Строп двухветвевой
|
2СК-5,0;500
ГОСТ 25573-82
|
1
|
1
|
1
|
Подъем элементов
|
Строп четырехветвевой
|
4СК 1-0,8
ГОСТ 25573-82
|
1
|
1
|
1
|
То же
|
Домкрат ручной
|
ГОСТ 18042-72
|
1
|
1
|
1
|
Распалубка
|
Навесные площадки
|
ЦНИИОМТП
Р.Ч. "Монолит-77"
2493.00.000
|
20
|
20
|
20
|
Бетонирование стен
|
Лоток
|
|
-
|
1
|
1
|
Для спуска бетонной смеси в опалубку
|
Передвижные подмости
|
ЦНИИОМТП
|
2
|
2
|
2
|
Установка армокаркасов и панелей опалубки
|
Отвес строительный
|
ОТ-400
ГОСТ 7948-80
|
1
|
1
|
1
|
То же
|
Ключ гаечный разводной
|
ГОСТ 7275-75
|
2
|
2
|
2
|
Установка опалубки
|
Метр складной
|
РСТ 149-76
|
2
|
2
|
2
|
Обмер конструктивных элементов
|
Рулетка металлическая
|
РС-20
ГОСТ 7502-80*
|
1
|
1
|
1
|
То же
|
Термометр стеклянный технический
|
ГОСТ 2823-73*Е
(СТ СЭВ 2944-81)
|
1
|
1
|
1
|
Проверка температурного режима при твердении бетона
|
Влагомер
|
ГОСТ 15528-70*
|
1
|
1
|
1
|
Проверка влажностного режима при твердении бетона
|
Дрель универсальная
|
ТУ 1-370-72
|
1
|
1
|
1
|
Установка опалубки
|
Плоскогубцы комбинированные
|
ГОСТ 17439-72 Е
|
2
|
2
|
2
|
Опалубочные и арматурные работы
|
Зубило слесарное
|
ГОСТ 7211-86 Е
|
1
|
1
|
1
|
"
|
Кусачки
|
ГОСТ 7282-75*
|
2
|
2
|
2
|
"
|
Клещи 250
|
ГОСТ 14184-83
|
1
|
1
|
1
|
"
|
Отвертка
|
ГОСТ 17199-71![](data:image/jpg;base64,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) Е
|
1
|
1
|
1
|
"
|
Ножницы
|
ГОСТ 7210-75
|
1
|
1
|
1
|
"
|
Молоток слесарный
|
ГОСТ 2310-77 Е
|
1
|
1
|
1
|
"
|
Щетка стальная
|
ТУ 36-2460-82
|
10
|
10
|
10
|
Очистка опалубки
|
Кисть маховая
|
КМ-65
ГОСТ 10597-80*
|
2
|
2
|
2
|
Смазка поверхности опалубки эмульсией
|
Лом стальной
|
ЛО-24
ГОСТ 1405-83
|
1
|
1
|
1
|
Опалубочные работы
|
Лопата растворная
|
ГОСТ 3620-76
|
2
|
2
|
2
|
Укладка бетонной смеси
|
Поливочный рукав
|
длина 40 м
|
1
|
1
|
1
|
Поливка бетонных поверхностей
|
Потребность в материалах и полуфабрикатах для выполнения работ по возведению монолитных железобетонных стен приведена в табл..
Таблица 6
Наименование материала, полуфабриката, конструкций (марка, ГОСТ)
|
Номер фасет
|
|
Исходные данные
|
|
Потребность в материалах
|
|
|
Единица измерения
|
Объем работ в нормативных единицах
|
Принятая норма расхода материалов
|
|
Унифицированная разборно-переставная опалубка ЦНИИОМТП "Монолит-77"
|
24, 25
|
м
|
1470
|
0,0785 т
|
115,4
|
Арматурные изделия
|
19, 26
|
м стены
|
370
|
0,23 т
|
85,1 т
|
Бетонная смесь В10, В15
|
19
|
м
|
370
|
1,015 м
|
376 м
|
Эмульсия ЭКС
|
24
|
м опалубки
|
1470
|
0,36 кг
|
529 кг
|
Электроды
|
14, 27
|
100 сварных соединений
|
39
|
37 кг
|
1443 кг
|
7. ТЕХНИКА БЕЗОПАСНОСТИ
Устройство монолитных железобетонных стен необходимо выполнять в соответствии со СНиП 12-03-2001 и СНиП 12-04-2002 (ч.7) и "Правилами устройства и безопасной эксплуатации грузоподъемных кранов" .
8. ТЕХНИКО-ЭКОНОМИЧЕСКИЕ ПОКАЗАТЕЛИ
1. Нормативные затраты труда рабочих, чел.-ч:
на весь объем - 1936,6
на 100 м
- 523,4.
2. Нормативные затраты машинного времени, маш.-ч:
на весь объем - 438,14
на 100 м
- 118,49.
3. Заработная плата рабочих-монтажников, р.-к.:
на весь объем - 1424-13.
4. Заработная плата механизаторов, р.-к.:
на весь объем - 417,43.
5. Продолжительность выполнения работ, смена - 37,3.
6. Выработка на одного рабочего в смену, м
- 1,57;
с учетом механизаторов - 1,28.
7. Условные затраты на механизацию для базового варианта, р.-к. - 1894-00.
8. Сумма изменяемых затрат, р.-к. - 3318-13.
9. ФАСЕТНЫЙ КЛАССИФИКАТОР ФАКТОРОВ
Привязка типовой технологической карты к конкретным условиям производится с помощью фасетного классификатора факторов, влияющих на расход материально-технических ресурсов, затрат труда, зарплату.
В фасетах содержится информация по всем вариантам производства работ, предусмотренных в ТТК.
При выборе одного из этих вариантов необходимо произвести пересчет базовой калькуляции затрат труда, машинного времени и зарплаты, входящих в ПК.
Для автоматизации расчетов калькуляции при привязке ТТК ЦНИИОМТП Госстроя РФ разработана программа для ЭВМ. Она позволяет использовать библиотеки ТТК и фасет на машинных носителях, производить в диалоговом режиме расчеты калькуляций. Привязка калькуляции заключается в коррекции базовой калькуляции в соответствии с выбранными из фасет вариантами.
Фасет 01
Масса грузов при разгрузке, 100 т
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена размерами, м:
|
|
|
|
высотой 6; толщиной 0,5
|
По проекту
|
1
|
2,035
|
то же, толщиной 0,25
|
По проекту
|
2
|
1,406
|
высотой 3,6; толщиной 0,5
|
По проекту
|
3
|
1,232
|
то же, толщиной 0,25
|
По проекту
|
4
|
0,854
|
Фасет 02
Нормы времени и расценки на погрузку и выгрузку материалов (грузов)
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Общая масса поднимаемого груза, т, до:
|
|
|
|
0,5
|
ЕНиР, §Е1-5, табл. 2, п. 1, ПР-3
|
1
|
Н. вр. для рабочих - 22;
для машиниста - 11.
Расц. для рабочих -14-09;
для машиниста - 10-03.
|
1
|
То же, п. 2
|
2
|
По калькуляции
|
1,5
|
То же, п. 3
|
3
|
Н. вр. для рабочих - 8,8;
для машиниста - 4,4.
Расц. для рабочих - 5-63;
для машиниста - 4-01.
|
2
|
То же, п. 4
|
4
|
Н. вр. для рабочих - 7,2;
для машиниста - 3,6.
Расц. для рабочих - 4-61;
для машиниста - 3-29.
|
3
|
То же, р. 5
|
5
|
Н. вр. для рабочих - 5,4;
для машиниста - 2,7.
Расц. для рабочих - 3-46;
для машиниста - 2-46.
|
Фасет 03
Масса грузов при сортировке, т
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена размерами, м:
|
|
|
|
высотой 6; толщ. 0,5
|
По проекту
|
1
|
200,5
|
то же, толщ. 0,25
|
По проекту
|
2
|
137,6
|
высотой 3,6; толщ. 0,5
|
По проекту
|
3
|
120,2
|
то же, толщ. 0,25
|
По проекту
|
4
|
82,4
|
Фасет 04
Площадь крупнощитовой опалубки стен, м![](data:image/jpg;base64,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)
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена высотой, м:
|
|
|
|
6
|
По проекту
|
1
|
1390
|
3,6
|
По проекту
|
2
|
840
|
Фасет 05
Нормы времени и расценки на установку опалубки стен
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Площадь щитов, м , до:
|
|
|
|
10
|
ЕНиР, §Е4-1-37, табл. 4, п. 1а
|
1
|
Н. вр. и расц. умножить на 1,166
|
20
|
То же, п. 2а
|
2
|
По калькуляции
|
Фасет 06
Количество прокладок-компенсаторов, 100 м
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Высота стены, м:
|
|
|
|
6
|
По проекту
|
1
|
300
|
3,6
|
По проекту
|
2
|
180
|
Фасет 07
Площадь доборной опалубки, м![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAAiABADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9KPHXxO0D4dfYU1eTUJru93m3sNH0m71S8kRNvmSi3tYpZfKQvGrSbditLGpYGRAbfgrx5o3xB0qW/wBFnuGSCY21xbX1lPZXdrKFVvLntp0SWFijxuFkRSySRuMq6knjHU/DvgzStR8b6+lva2/h7TLuefVmtjLNaWQVZrkKVUvtIt42ZFB3GJOCVWuU+DGh6za33xA8R61o9x4dfxX4gTVbfSL6aCS7tYo9NsbLbOYJJItzPZSOBHI42PHkhtyKAc/+0n+ytof7Tv8AwiX9t+LvGHhf/hGb1tSsf+EV1JLTN18nlzvvif8AexbD5brtZPMkwfmroPgR8C7H4C+HtZ0y08U+KPGNxq+pnVbzVvF+oLfX0kpt4LcKZQiEqsdtGACCRjGcYA9LooAKKKKAP//Z)
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена высотой, м:
|
|
|
|
6
|
По проекту
|
1
|
80
|
3,6
|
По проекту
|
2
|
50
|
Фасет 08
Количество навесных площадок, шт.
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Высота стены, м:
|
|
|
|
6
|
По ППР
|
1
|
180
|
3,6
|
По ППР
|
2
|
120
|
Фасет 09
Количество арматурных сеток, шт.
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Толщина стены, м:
|
|
|
|
0,5
|
По проекту
|
1
|
122
|
0,25
|
По проекту
|
2
|
0
|
Фасет 10
Масса арматурных каркасов, т
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена размерами, м:
|
|
|
|
высотой 6 м; толщ. 0,5
|
По проекту
|
1
|
64
|
то же, толщ. 0,25
|
По проекту
|
2
|
20
|
высотой 3,6м; толщ. 0,5
|
По проекту
|
3
|
39
|
то же, толщ. 0,25
|
По проекту
|
4
|
12
|
Фасет 11
Норма времени и расценка на установку армокаркасов
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Масса армокаркасов, т, до:
|
|
|
|
0,2
|
ВНиР, §В14-1-10, табл. 2, п. 4а, ПР-3
|
1
|
Н. вр. для рабочих - 6,05;
для машиниста - 1,21.
Расц. для рабочих - 4-96;
для машиниста - 1-10.
|
0,4
|
То же, п. 4б
|
2
|
Н. вр. для рабочих - 4,675;
для машиниста - 0,935.
Расц. для рабочих - 3-83;
для машиниста - 0-85,1.
|
0,6
|
То же, п. 4в
|
3
|
Н. вр. для рабочих - 3,41;
для машиниста - 0,682.
Расц. для рабочих - 2-79,4;
для машиниста - 0-62,1.
|
1
|
То же, п. 4г
|
4
|
По калькуляции
|
2
|
То же, п. 4д
|
5
|
Н. вр. для рабочих - 2,255;
для машиниста - 0,451.
Расц. для рабочих - 1-84,8;
для машиниста - 0-41.
|
3
|
То же, п. 4е
|
6
|
Н. вр. для рабочих - 1,705;
для машиниста - 0,341.
Расц. для рабочих - 1-39,7;
для машиниста - 0-31.
|
Фасет 12
Масса отдельных арматурных стержней, т
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена размерами, м:
|
|
|
|
высотой 6; толщ. 0,5
|
По проекту
|
1
|
8,5
|
то же, толщ. 0,25
|
По проекту
|
2
|
2,2
|
высотой 3,6; толщ. 0,5
|
По проекту
|
3
|
5,1
|
то же, толщ. 0,25
|
По проекту
|
4
|
1,3
|
Фасет 13
Нормы времени и расценки на установку арматуры отдельными стержнями
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Диаметр арматуры, мм, до:
|
|
|
|
6
|
ЕНиР, §Е4-1-46, п. 10а
|
1
|
Н. вр. и расц. умножить на 2,37
|
8
|
То же, п. 10б
|
2
|
Н. вр. и расц. умножить на 2,10
|
12
|
То же, п. 10в
|
3
|
Н. вр. и расц. умножить на 1,33
|
18
|
То же, п. 10г
|
4
|
По калькуляции
|
Фасет 14
Количество сварных соединений, 100 соединений
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена высотой 6 м
|
По проекту
|
1
|
39
|
То же, высотой 3,6 м
|
По проекту
|
2
|
27
|
Фасет 15
Норма времени и расценка на 100 сварных соединений
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Наименьший диаметр арматуры до 12 мм и наибольший диаметр, мм, до
|
|
|
|
40
|
ВНиР, §В14-1-13Г, табл. 4, п. 2в, ПР-8
|
1
|
По калькуляции
|
20
|
То же, п. 2б
|
2
|
Н. вр. для рабочих - 0,78;
Расц. - 0-70,9.
|
Фасет 16
Количество принимаемой бетонной смеси, 100 м![](data:image/jpg;base64,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)
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена размерами, м:
|
|
|
|
высотой 6; толщ. 0,5
|
Объем стены
|
1
|
3,7
|
то же, толщ. 0,25
|
Объем стены
|
2
|
1,85
|
высотой 3,6; толщ. 0,5
|
Объем стены
|
3
|
2,22
|
то же, толщ. 0,25
|
Объем стены
|
4
|
1,11
|
Фасет 17
Количество подаваемой бетонной смеси, т
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена размерами, м:
|
|
|
|
высотой 6; толщ. 0,5
|
Масса бетонной смеси для стен
|
1
|
925
|
то же, толщ. 0,25
|
Масса бетонной смеси для стен
|
2
|
462,5
|
высотой 3,6; толщ. 0,5
|
Масса бетонной смеси для стен
|
3
|
555
|
то же, толщ. 0,25
|
Масса бетонной смеси для стен
|
4
|
277,5
|
Фасет 18
Норма времени и расценка на подачу бетонной смеси
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
При работе:
|
|
|
|
автобетононасоса
|
-
|
1
|
По калькуляции
|
стрелового крана
|
ЕНиР, 1973г. ,§24-13, табл. 2, п. 9;
ЕНиР 1987г., Общая часть
|
2
|
Н. вр. для рабочих - 0,17;
для машиниста - 0,085.
Расц. для рабочих - 0-11,4;
для машиниста - 0-07,7.
|
Фасет 19
Количество укладываемой бетонной смеси, м![](data:image/jpg;base64,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)
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена размерами, м:
|
|
|
|
высотой 6; толщ. 0,5
|
Объем стены на захватке
|
1
|
370
|
то же, толщ. 0,25
|
Объем стены на захватке
|
2
|
185
|
высотой 3,6; толщ. 0,5
|
Объем стены на захватке
|
3
|
222
|
то же, толщ. 0,25
|
Объем стены на захватке
|
4
|
111
|
Фасет 20
Норма времени и расценка на укладку бетонной смеси
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
При подаче автобетононасосом
|
Расчет № 1
|
1
|
По калькуляции
|
При подаче стреловым краном
|
|
|
|
100
|
ЕНиР, §Е4-1-49, табл. 3, п. 1а, ПР-9
|
2
|
Н. вр. для рабочих - 4,38;
Расц. для рабочих - 3-12,5.
|
150
|
То же, п. 1б, ПР-9
|
3
|
Н. вр. для рабочих - 2,88;
Расц. для рабочих - 2-05.
|
200
|
То же, п. 1в, ПР-10
|
4
|
Н. вр. для рабочих - 1,84;
Расц. для рабочих - 1-31.
|
300
|
То же, п. 1г, ПР-10
|
5
|
Н. вр. для рабочих - 1,38;
Расц. для рабочих - 0-98,7.
|
более 300
|
То же, п. 1д, ПР-10
|
6
|
Н. вр. для рабочих - 0,91;
Расц. для рабочих - 0-65.
|
Фасет 21
Площадь поливаемых бетонных поверхностей, м![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAAiABADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9KPHXxO0D4dfYU1eTUJru93m3sNH0m71S8kRNvmSi3tYpZfKQvGrSbditLGpYGRAbfgrx5o3xB0qW/wBFnuGSCY21xbX1lPZXdrKFVvLntp0SWFijxuFkRSySRuMq6knjHU/DvgzStR8b6+lva2/h7TLuefVmtjLNaWQVZrkKVUvtIt42ZFB3GJOCVWuU+DGh6za33xA8R61o9x4dfxX4gTVbfSL6aCS7tYo9NsbLbOYJJItzPZSOBHI42PHkhtyKAc/+0n+ytof7Tv8AwiX9t+LvGHhf/hGb1tSsf+EV1JLTN18nlzvvif8AexbD5brtZPMkwfmroPgR8C7H4C+HtZ0y08U+KPGNxq+pnVbzVvF+oLfX0kpt4LcKZQiEqsdtGACCRjGcYA9LooAKKKKAP//Z)
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Высота стены, м:
|
|
|
|
6
|
Площадь опалубки стен
|
1
|
176,40
|
3,6
|
Площадь опалубки стен
|
2
|
106,80
|
Фасет 22
Нормы времени и расценки на демонтаж крупнощитовой опалубки
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Площадь щитов, м(2), до:
|
|
|
|
10
|
ЕНиР, §E4-1-37, табл. 4, п. 1б
|
1
|
Н. вр. и расценки умножить на 0,79
|
20
|
То же, п. 2б
|
2
|
По калькуляции
|
Фасет 23
Масса грузов при погрузке после разборки опалубки, 100 т
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Высота стены, м:
|
|
|
|
6
|
По проекту
|
1
|
1,184
|
3,6
|
По проекту
|
2
|
0,721
|
Фасет 24
Общая площадь опалубки, м![](data:image/jpg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAAiABADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9KPHXxO0D4dfYU1eTUJru93m3sNH0m71S8kRNvmSi3tYpZfKQvGrSbditLGpYGRAbfgrx5o3xB0qW/wBFnuGSCY21xbX1lPZXdrKFVvLntp0SWFijxuFkRSySRuMq6knjHU/DvgzStR8b6+lva2/h7TLuefVmtjLNaWQVZrkKVUvtIt42ZFB3GJOCVWuU+DGh6za33xA8R61o9x4dfxX4gTVbfSL6aCS7tYo9NsbLbOYJJItzPZSOBHI42PHkhtyKAc/+0n+ytof7Tv8AwiX9t+LvGHhf/hGb1tSsf+EV1JLTN18nlzvvif8AexbD5brtZPMkwfmroPgR8C7H4C+HtZ0y08U+KPGNxq+pnVbzVvF+oLfX0kpt4LcKZQiEqsdtGACCRjGcYA9LooAKKKKAP//Z)
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена высотой, м:
|
|
|
|
6
|
По проекту
|
1
|
1470
|
3,6
|
По проекту
|
2
|
890
|
Фасет 25
Норма расхода материалов на 1 м
опалубки, т
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена высотой, м:
|
|
|
|
6
|
По проекту
|
1
|
0,0785
|
3,6
|
По проекту
|
2
|
0,0776
|
Фасет 26
Норма расхода арматуры на 1 м
стены, т
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Стена толщиной, м:
|
|
|
|
0,5
|
По проекту
|
1
|
0,23
|
0,25
|
По проекту
|
2
|
0,12
|
Фасет 27
Норма расхода электродов на 100 сварных соединений, кг
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Наибольший диаметр арматуры, мм:
|
|
|
|
14
|
Подсчет по формуле: (0,058d - 8,5)
|
1
|
2,9
|
16
|
"
|
2
|
6,4
|
18
|
"
|
3
|
10,3
|
20
|
"
|
4
|
14,7
|
22
|
"
|
5
|
19,6
|
24
|
"
|
6
|
24,9
|
26
|
"
|
7
|
30,7
|
28
|
"
|
8
|
37
|
30
|
"
|
9
|
43,7
|
Фасет 28
Стоимость 1 маш.-ч работы механизмов, руб.
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
Кран автомобильный грузоподъемностью до 6,3 т
|
СНиП IV-3-82. Приложение, табл. 10, код 0470
|
1
|
4,01
|
Автобетононасос
|
Расчет экономической эффективности автобетононасоса, ЦНИИОМТП, 1981 г.
|
2
|
13,95
|
Кран гусеничный грузоподъемностью до 16 т
|
СНиП IV-3-82. Приложение, табл. 10, код 0488
|
3
|
5,64
|
Кран пневмоколесный грузоподъемностью до 10 т
|
То же, код 0520
|
4
|
6,65
|
Фасет 29
Норма времени и расценка на прием бетонной смеси
Наименование фактора
|
Обоснование
|
Код
|
Значение фактора
|
При работе:
|
|
|
|
стрелового крана
|
ЕНиР, § Е4-1-54, п. 20
|
1
|
Н. вр. для рабочих - 5,7;
Расц. для рабочих - 3-65.
|
автобетононасоса
|
-
|
2
|
По калькуляции
|
Расчет № 1
Норма времени и расценка на прием, подачу и укладку бетонной смеси автобетононасосом с очисткой бетоновода
А. Норма времени и расценка на прием, подачу и укладку бетонной смеси автобетононасосом.
Эксплуатационная среднечасовая производительность составляет:
П
= П
К
К
м
/ч,
где:
П
= 60 м
/ч - техническая производительность автобетононасоса (паспортная);
К
= 0,4 - коэффициент перехода от технической производительности к эксплуатационной;
К
= 0,7 - коэффициент, учитывающий простои.
Коэффициенты К
и К
взяты из "Инструкции по определению экономической эффективности новых строительных, дорожных, мелиоративных машин; противопожарного оборудования; лифтов; изобретений и рационализаторских предложений. Часть II, 1978 г.".
Эксплуатационная среднечасовая производительность составит:
П
= 60
0,4
0,7 = 17 м
/ч.
Измеритель - 1 м
бетонной смеси.
Время бетонирования 1 м
составит: 1 : 17 = 0,06 ч.
Состав звена: машинист 5 разр. - 1 чел., оператор 5 разр. - 1 чел., бетонщики 3 разр. - 1 чел., 2 разр. - 2 чел.
Норма времени на измеритель составит:
для машиниста - 0,06 чел.-ч;
для оператора - 0,06 чел.-ч;
для остального звена - 0,06
3 = 0,18 чел.-ч.
Б. Норма времени на очистку бетоновода.
Согласно ЕНиР §Е4-1-48, табл. 6 (К = 0,3 на очистку 100 м бетоновода сжатым воздухом) норма времени составляет 1,89 чел.-ч. Для принятой длины бетоновода (20 м) норма времени составит:
1,89
0,2 = 0,378 чел.-ч.
Очистка бетоновода проводится один раз в смену. За это время будет уложено:
17
8,2 = 139,4 м
бетонной смеси.
Приведенная норма времени на очистку бетоновода на измеритель (1 м
) составит:
0,378 : 139,4 = 0,0027 чел.-ч.
В. Общая норма времени на прием, подачу, укладку бетонной смеси и очистку бетоновода составит:
для рабочих - 0,18 чел.-ч;
для машиниста и оператора - (0,06 + 0,0027)
2 = 0,125 чел.-ч.
Расценка составит:
для рабочих - (18/3)·(0-70 + 0-64 + 0-64) = 0-11,9 руб.
для машиниста и оператора - 0-91
0,125 = 0-11,4 руб.
Материал подготовлен Демьяновым А.А.