Установка КТП

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Установка КТП
 
Для установки фундамента КТП из шести блоков ФБС применили расценку ТЕР33-04-029-04 "Устройство фундаментов для комплектных трансформаторных подстанций киоскового типа с укладкой на горизонтальную поверхность 6-ти лежней".Заказчик требует заменить эту расценку на ТЕР07-01-001 "Укладка блоков и плит ленточных фундаментов".Правомочно ли требование заказчика? наша организация специализируется на строительстве КТП и ЛЭП.
 
Нет, но он заказчик...........
Жизнь, как зебра полоса черная, полоса белая, но каких полос будет больше зависит от человека, от его поступков и действий.
 
Цитата
Татьяна Рослик пишет:
Правомочно ли требование заказчика?
Татьяна Рослик, расценку надо брать ту, которая по технологии монтажа соответствует фактической конструкции фундаментов.
 
https://zsccs.ru/news/2016-02-03/pismo-minstroya-rossii-no36746
Цитата
Татьяна Рослик пишет:
расценку ТЕР33-04-029-04 "Устройство фундаментов для комплектных трансформаторных подстанций киоскового типа с укладкой на горизонтальную поверхность 6-ти лежней"
Расценка не так называется.
ФЕР33-04-029-04 Установка комплектных трансформаторных подстанций киоскового типа мощностью до 630 кВ·А с укладкой на горизонтальную поверхность 6-ти лежней
и состав работ гораздо шире, чем
Цитата
Татьяна Рослик пишет:
Для установки фундамента КТП из шести блоков ФБС
Заказчик прав
 
Юлия, ФЕР33-04-029-04 - Устройство фундаментов для комплектных трансформаторных подстанций киоскового типа:с укладкой на горизонтальную поверхность 6-ти лежней ;)
Жизнь, как зебра полоса черная, полоса белая, но каких полос будет больше зависит от человека, от его поступков и действий.
 
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[/img]
Изменено: Юлия - 10.08.2016 08:27:29
 
Цитата
Olga пишет:
Юлия, ФЕР33-04-029-04 - Устройство фундаментов для комплектных трансформаторных подстанций киоскового типа:с укладкой на горизонтальную поверхность 6-ти лежней
Ольга, это где Вы взяли?
 
Цитата
Юлия пишет:
Ольга, это где Вы взяли?
Посмотрите внимательно таблицу ФЕР33-04-029
Жизнь, как зебра полоса черная, полоса белая, но каких полос будет больше зависит от человека, от его поступков и действий.
 
смотрите внимательно #6
 
:D, Юлия,
Изменено: Olga - 10.08.2016 08:56:55
Жизнь, как зебра полоса черная, полоса белая, но каких полос будет больше зависит от человека, от его поступков и действий.
 
Заказчик всегда прав
Изменено: Лариса - 10.08.2016 11:17:15
 
Лариса, таблица ФЕР33-04-29 разделена на две части: Устройство фундаментов для комплектных трансформаторных подстанций киоскового типа. и Установка оборудования для комплектных трансформаторных подстанций киоскового типа. А состав работ для обеих частей прописан одинаковый, как не редко бывает в сборниках. А конкретно расценка ФЕР33-04-29-04 Устройство фундаментов для комплектных трансформаторных подстанций киоскового типа:с укладкой на горизонтальную поверхность 6-ти лежней. Но вопрос- то был у Татьяна Рослик, не этот. :{}
Жизнь, как зебра полоса черная, полоса белая, но каких полос будет больше зависит от человека, от его поступков и действий.
 
Цитата
Татьяна Рослик пишет:
Для установки фундамента КТП из шести блоков ФБС применили расценку ТЕР33-04-029-04 "Устройство фундаментов для комплектных трансформаторных подстанций киоскового типа с укладкой на горизонтальную поверхность 6-ти лежней".Заказчик требует заменить эту расценку на ТЕР07-01-001 "Укладка блоков и плит ленточных фундаментов".Правомочно ли требование заказчика? наша организация специализируется на строительстве КТП и ЛЭП.
Если не пропускает возьмите еще сопутствующие работы, они у вас 100% будут (например т06-01-001-20 - заполнение промежутков бетоном между фбс (как правило встречается), замените песок на смесь песчано-гравийную или у вас может щебень идет под фундамент, посмотрите по технологии или песка больше, чем заложено в расценке) потом там единицы измерения совершенно разные вполне возможно вы и не потеряете ничего=)
 
Ещё не забудьте заземление , и иногда просят связать блоки уголком 50 или 63, и побелить
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