В сметах на ПНР применять расценки на регулировку обратных, огнезадерживающих клапанов

В сметах на ПНР применять расценки на регулировку обратных, огнезадерживающих клапанов

В сметах на ПНР применять расценки на регулировку обратных, огнезадерживающих клапанов
 
Добрый день!
Прошу помощи Вас, возможно ли в сметах  на ПНР применять  расценки на регулировку обратных, огнезадерживающих клапанов и расценку на сеть систем?
Как говорит заказчик , что это задвоение и не пропускает. Но наш наладчик с ним не согласен, он утверждает что сначала он проверяет, регулирует, настраивает каждое регулировочно-запорное устройство (клапан обратный, огнезадерживающий, регулятор воздуха), а потом проверяет и регулирует всю сеть приточных и вытяжных систем для обеспечения необходимого воздушного баланса.
Похожие темы:Найти еще: пнр клапанов
Пусконаладочные работы для системы вентиляции
Автор: Ирина. вот по опыту...Ну да, кондиционер как установка приточная с нагревателями,  если у вас клапан огнезадерживающий отдельно устанавливается, то да, расценка на пуско-наладку отдельно. Но ежели он с электроприводом, то стоит выбрать из клапанов с электроприводом. Систему автоматики мы никогда не трогали, как и определение потерь и подсосов. Потому как в определении потерь ...
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Пусконаладочные работы для системы вентиляции
... расценок для осмечивания пусконаладочных работ системы вентиляции. ПНР делать не умею от слова совсем, но деньги заложить требуют (не экспертиза,... ... огнезадерживающие по ФЕРп03-01-011-06 «Регулировочно-запорное устройство: клапан огнезадерживающий» -дроссельные клапаны – полагаю, ПНР учтена в расценке ФЕРп03-01-022-01. Программы ПНР тоже ...
Количество точек при измерении заземления.
... розетки и автоматы и всё что у Вас заземляется" Добрый день. Это заземление по разделу АТХ, по схеме этого раздела заземляются термометры, клапана, металлорукава, коробки, лотки и т.д) через наконечники или хомуты. Конечно это не все приборы КиП (я неправильно выразилась).
Пусконаладочные работы для системы вентиляции
... вентилятора ( либо устройство оборотов). Мы, организация монтажная, так что все ставили, подключали.  Только по скорости и налаживалось. Ну клапаны проверялись именно на закрытие/открытие по обстоятельствам.  Паспорт потом изготавливали на систему вентиляции. Там тоже данные ...
 
Цитата
Мария пишет:
Но наш наладчик с ним не согласен, он утверждает что сначала он проверяет, регулирует, настраивает каждое регулировочно-запорное устройство (клапан обратный, огнезадерживающий, регулятор воздуха), а потом проверяет и регулирует всю сеть приточных и вытяжных систем для обеспечения необходимого воздушного баланса.
Так и есть. Это две разные работы. Опять теория.

К примеру:

по ФЕРп03-01-051-3  предусмотрена КАЧЕСТВЕННАЯ регулировка системы (т.е регулировка подачи или удаления воздуха/дыма по средствам изменения скоростей вращения вентиляторов - т.е качества воздухообмена) - это п.5 в составе работ.

Любая расценка на клапан из ФЕРп03-01-011 предусматривает КОЛИЧЕСТВЕННОЕ регулирование системы (т.е механическое перекрытие или открытие канала клапаном, следовательно меняется кол-во воздуха в системе) - эт п.9 в составе работ.

Следовательно ОБЕ эти расценки необходимы, т.к учитывают/ регулируют различные параметры системы.

Все остальные приборы учтенные в разделе АОВ (Автоматизация систем вентиляция и кондиционирования) и ЭОМ берутся дополнительно по ФЕРп 02 - если нуждаются в наладке.
 
Цитата
ProSlave пишет:
Следовательно ОБЕ эти расценки необходимы,
красиво сказано... я без сарказма...
Цитата
ProSlave пишет:
т.к учитывают/ регулируют различные параметры системы.
просто пример. в боулинге директор, мастер спорта по вольной борьбе в тяжелом весе с трудом смог открыть дверь...когда всю вентиляцию до ПНР включили...
 
Спасибо за Ваш ответ!!!!
 
Цитата
Алексей пишет:
мастер спорта по вольной борьбе в тяжелом весе с трудом смог открыть дверь...когда всю вентиляцию до ПНР включили
вот это надо было на видео записать и показывать всем Заказчикам отказывающимся ПНР вентиляции оплачивать, ссылаясь на "индивидуальные испытания" при этом еще, почему-то, вычеркивают это испытание из расценок, где есть опробование...  :D  
 
Цитата
ProSlave пишет:
вот это надо было на видео записать
у мну тогда тлф кнопочный был... но я его сразу предупреждал, когда баланс в проекте посчитал...  :D ребята шибера потом за свой счет ставили... чтобы приточку не менять...
 
Добрый день! Для информации , ответ Минстрой
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[/img]
 
Минстрой, такой Минстрой))
 
Прошу прощения, скорее всего ссылка не сработала
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Видеоуроки
Работа с документом (1.3)
Из этого видеоурока можно узнать о том, как можно с легкостью найти необходимую информацию с помощью функции поиска и через оглавление в программе ГрандСтрой-Инфо.
Подготовка документов на печать (55)
Полный обучающий видеокурс по работе в программе ГОССТРОЙСМЕТА: Подготовка документов к выводу на печать
Документы сметчика
В архиве файлы в формате: Гранд Смета (*.gsf); MS Excel (*.xls); Универсальный (*.xml)
Об утверждении Методики по разработке и применению нормативов накладных расходов при определении сметной стоимости строительства, реконструкции, капитального ремонта, сноса объектов капитального строительства
О внесении изменений в приказ Министерства строительства и жилищно- коммунального хозяйства Российской Федерации от 3 июня 2015 г. №395/пр «О внесении сметных нормативов в федеральный реестр сметных нормативов, подлежащих применению при определении сметной стоимости объектов капитального строительства, строительство которых финансируется с привлечением средств федерального бюджета»
Сертификация сметчиков
Сертификация сметчиков
Подтвердите свою квалификацию в области ценообразования и сметного нормирования в строительстве — получите сертификат специалиста или специалиста высшей категории.