хлорирование с аммонизацией Для борьбы с хлорфенольными привкусами и запахами в воде производят преаммонизацию, т. е. вводят в нее аммиак (до ввода хлора). Количество вводимого аммиака (или аммонийных солей) принимается......
Доставка воды | Доставка питьевой воды в Одинцово 8-926-840-9-840 Доставка воды — раньше такую новинку, как кулер, можно было увидеть только в офисах самых престижных компаний. Сейчас же этим не удивишь никого, бутыли с водой стоят......
Буферные растворы Буферные растворы Одним из основных свойств живых организмов является поддержание кислотно-основного гомеостаза на определенном уровне. Протолитический гомеостаз – постоянство рН биологических жидкостей,......
Подрусловые воды - Большая Энциклопедия Нефти и Газа, статья, страница 1 Подрусловые воды Cтраница 1 Подрусловые воды добываются в непосредственной близости от поверхностных вод с помощью скважин. Качество этих вод в значительной......
Явление сонолюминесценции при кавитации - Альтернативная энергия в Республике Молдова Привлечение гипотез о прохождении каких-либо ядерных реакций в кавитационном пузырьке на тех мощностях и энергиях, при которых функционируют......
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Камаринская — ВиКиКама́ринская (Комаринская (дорога), Комаринский, Комаринский мужик) — русская народная плясовая песня, пляска под эту песню[1], популяризованная в одноименной увертюре Михаила Ивановича Глинки (1848 год)[2].......
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...
Формальдегид — WiKiФизические свойства Величина Значение Ст. энергия Гиббса образования ΔG −110 кДж/моль (г) Ст. энтропия образования S 218,66 Дж/моль·K (г) Ст. мольная теплоёмкость Cp 35,35 Дж/моль·K (г) Энтальпия кипения ΔHкип 23,3......
Биорезонанс: обман под маской медицины. Как знают мои уважаемые читатели, я не очень люблю писать негативные статьи с критикой псевдонаучных методов. Но иногда делаю исключение, когда это касается моих клиентов и читателей.......