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Борьба с ударными шумами. Борьба с ударными шумами
Звукоизоляция ударного шума, проникающего из нижерасположенных административных и культурно-массовых помещений. Ударный шум может проникать в жилые помещения из расположенных под квартирой помещений офисов, магазинов, кафе и т.п. заведений.
Связано это в первую очередь с применением в данных помещениях напольной керамической плитки, паркета и других жёстких материалов. Так как ударный шум расходится в виде вибрации по ограждающим конструкциям, то от воздушной звукоизоляции плиты перекрытия уменьшение шума в квартире не зависит. СНиП 23-03-2003 нормирует и этот вид ударной звукоизоляции. [1, с.9]
В помещениях офисов, магазинов, кафе и т.п. устройство «плавающих» стяжек необходимо. Так как в помещениях первых этажей остро стоит вопрос теплоизоляции полов от грунта/подвала, то можно осуществить ударную звукоизоляцию и теплоизоляцию одной и той же конструкцией.
В качестве таких эффективных конструкций могут применяться:
Таблица 2.3. Конструкции эффективных тепло- и звукоизоляционных полов для офиса
№ п/п
| Конструкция пола
| Теплозвукоизоляционный эффект
| 1.1
| Стекловолокнистая звукоизоляционная плита
«Шумостоп-С2» 20мм, закрытая
гидроизоляционной плёнкой Изоспан Д,
пристенная лента из «Шумостоп-С2»,
армированная цементная стяжка 70-100мм
| Дополнительная теплозащита ΔR=0,60С/Вт*м,
Дополнительная ударная звукоизоляция
ΔLnw=29дБ
| 1.2
| Стекловолокнистая звукоизоляционная плита
«Шумостоп-С2» 40мм, закрытая
гидроизоляционной плёнкой Изоспан Д,
пристенная лента из «Шумостоп-С2»,
армированная цементная стяжка 70-100мм
| Дополнительная теплозащита ΔR=1,20С/Вт*м,
Дополнительная ударная звукоизоляция
ΔLnw=35дБ
| 2.1
| «Полифом-вибро» 20мм, пристенная лента из
«Полифом-вибро», армированная цементная
стяжка 70-100мм
| Дополнительная теплозащита ΔR=0,80С/Вт*м,
Дополнительная ударная звукоизоляция
ΔLnw=24дБ
| 2.2
| Полифом-вибро» 30мм, пристенная лента из
«Полифом-вибро», армированная цементная
стяжка 70-100мм
| Дополнительная теплозащита ΔR=1,20С/Вт*м,
Дополнительная ударная звукоизоляция
ΔLnw=28дБ
| 3.1
| Экструдированный пенопласт 40мм,
пристенная лента из «Полифом-вибро»,
армированная цементная стяжка 70-100мм
| Дополнительная теплозащита ΔR=0,90С/Вт*м,
Дополнительная ударная звукоизоляция
ΔLnw=7дБ
| 3.2
| Экструдированный пенопласт 40мм,
пристенная лента из «Полифом-вибро»,
«Шуманет-100», армированная цементная
стяжка 70-100мм
| Дополнительная теплозащита ΔR=1,80С/Вт*м,
Дополнительная ударная звукоизоляция
ΔLnw=10дБ
| 4.1
| Керамзитовый гравий 80мм, закрытый
гидроизоляционной плёнкой Изоспан Д,
пристенная лента из «Полифом-вибро»,
«Шуманет-100», армированная цементная
стяжка 70-100мм
| Дополнительная теплозащита ΔR=0,60С/Вт*м,
Дополнительная ударная звукоизоляция
ΔLnw=10дБ
| 4.2
| Керамзитовый гравий 150мм, закрытый
гидроизоляционной плёнкой Изоспан Д,
пристенная лента из «Полифом-вибро»,
«Шуманет-100», армированная цементная
стяжка 70-100мм
| Дополнительная теплозащита ΔR=1,20С/Вт*м,
Дополнительная ударная звукоизоляция
ΔLnw=14дБ
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Из таблицы 2.3. видно, что для придачи теплоизоляционному полу свойств ударной звукоизоляции вполне отсечь прилегание стяжки к ограждающим конструкциям и, как в случае с керамзитом, устранить поподания цементного молочка из раствора в гравий. А звукоизоляционные стяжки самостоятельны и имеют повышенный коэффициент теплозащиты.
Рассматривая требования СНиП 23-03-2003 для полов офисов достаточно устройства полов с ΔLnw=5-10дБ, для полов магазинов, кафе, спортзалов - ΔLnw=15-20дБ.
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) Рис. 2.2. Теплозвукоизоляционный пол офиса на основе стекловолокнистых плит «Шумостоп-С2» и «Шумостоп-К2» толщиной 40мм
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