Автоматизация технологических процессов

Автоматизация технологических процессов

Автоматизация технологических процессов
 
Добрый день!
Прошу помощи, т.к. пусконаладочными работами не занимаюсь.
есть проект по изменению срабатывания существующего оборудования, у меня на ум только эти расценки приходят ФЕРп 02-01-001,002,003
Изменено: Ирина - 03.03.2021 16:09:50
Похожие темы:Найти еще: автоматизация
Уровень коэффициента на сокращенный объем
..., про коэффициент я понял, на практике не применял никогда его. С ГИПом Вашим посоветуйтесь - наверняка что нибудь умное скажет. Работа по автоматизации - понятие растяжимое, на одном корпусе/здании может быть 7-10 систем автоматизации/диспетчеризации разных процессов. "Алекс ...
Автоматизация инженерного оборудования в ТСН
Автор: Надежда Кучеренко. Добрый день. Прошу поделить сметой для примера на автоматизацию инженерного оборудования в базе ТСН г.Москвы. Буду впервые считать в этой базе. Может у кого-то есть в Гранде ? 
Уровень коэффициента на сокращенный объем
... ценностным множителям отношения не имеет,. в нем говорится в частности о разработке АСУТП для объекта, на котором уже выполнялись работы по автоматизации  (а в соответствии с п.2.1 цены справочника ориентированы на впервые разрабатываемы АСУТП). Отсюда и вопрос о уровне коэффициента ...
Смета по калькуляции материалов и расходов на зарплату, учет командировочных
... монтаж и ввод в эксплуатацию системы удаленного управления компрессорным парком" (техническое переоснащение компрессорного парка (автоматизация управления)) .  2. Оборудование: ПО системы СУУКП 80 000р 3. Материалы и комплектующие 3.1. СУУКП 232 228р 3.2. Расходные материалы 231 ...
 
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[/img]
VkOkYaMm
Читают тему (гостей: 1)
Видеоуроки
Обучающий видеокурс по ПК РИК. Урок 6. Ресурсный сметный расчет
В данном видеоролике продемонстрированы: 1. Ресурсный сметный расчет. 2. Применение текущих цен. 3. Форма 4Т. 4. Форма по МДС. 5. Форма РСР.
Индексы пересчета в текущие цены (5.3)
Пользователь программы ГрандСмета сможет узнать из этого видеоурока, как добавлять вручную индексы пересчета и осуществлять привязку по позициям сметы.
Документы сметчика
О рекомендуемой величине индексов изменения сметной стоимости строительства в III квартале 2020 года, в том числе величине индексов изменения сметной стоимости строительно-монтажных работ, индексов изменения сметной стоимости пусконаладочных работ
Сборник коэффициентов (индексов) пересчета в текущий уровень цен сметной стоимости строительно-монтажных работ, определенной в нормах и ценах ТСН-2001. Выпуск 178. Сборник № 07/2021, июль 2021 г.
Пособие содержит рекомендации по разработке проектных решений при составлении раздела проектной документации "Охрана окружающей среды", и предназначено для широкого круга специалистов, участвующих в инвестиционно-строительной деятельности: проектно-изыскательских организаций, служб заказчика (инвестора), землепользователей и землевладельцев, органов государственного надзора и местной администрации, экспертных органов, инжиниринговых и консалтинговых фирм.
Сертификация сметчиков
Сертификация сметчиков
Подтвердите свою квалификацию в области ценообразования и сметного нормирования в строительстве — получите сертификат специалиста или специалиста высшей категории.