Дельта-скреперная установка УСФ-170. Назначение и конструкция.
Дельта-скреперная установка УСФ-170 является довольно распространённым средством механизации процесса удаления навоза. Но в отличие от транспортеров типа ТСН, которые устанавливаются в стойловых помещениях, дельта-скреперная установка предназначена для уборки в местах содержания животных без привязи.
Конструкция дельта-скреперной установки УСФ-170 рассчитана на эксплуатацию в помещениях длиной до 80 метров. Температура в помещении должна быть положительной во избежание замерзания навоза. Дельта-скрепер может быть смонтирован как в центральном проходе, так и в торцах фермы. Рабочие режимы передвижения чистящих элементов рассчитаны с учётом соблюдения максимальной безопасности животных.
Установка с длиной рабочего контура 170 метров может по-разному обозначаться в каталогах производителей. Приводим самые распространённые модели:
- УСФ-170 – производитель ООО ПКФ «ТСН-62» г. Рязань;
- УСГ-170 (УСГ-3) – производитель ООО ПО «Ковельсельмаш» г. Ковель, Украина;
- ТСГ-170 – производитель ОАО «Слободский машиностроительный завод» г. Слободский, Кировская область;
- УНС-170 – производитель АО «Реммаш» г. Глазов, Республика Удмуртия.
Все вышеперечисленные дельта-скреперные установки для уборки навоза имеют сопоставимые характеристики идентичную конструкцию.
Устройство дельта-скреперной установки УСФ-170
![Дельта-скреперная установка для уборки навоза УСГ (ТСГ)-170](data:image/png;base64,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) |
1 |
Приводная станция |
УСГ.00.010 |
1 шт |
2 |
Поворотное устройство |
КСН-01.270 |
4 шт |
3 |
Ползун |
|
4 шт |
4 |
Скребок левый |
|
4 шт |
5 |
Скребок правый |
|
4 шт |
6 |
Цепь |
|
170 м |
7 |
Яшик управления |
|
1 шт |
Приводная станция по умолчанию комплектуется электродвигателем 1,5 кВт/1500 об АИР80B4. Нормативный срок монтажа дельта-скрепера и запуска в эксплуатацию – 4 рабочих смены по 8 часов.
Как купить дельта-скреперную установку. От чего зависит её цена.
Стоимость дельта-скреперной установки УСФ-170, как и всего навозоуборочного оборудования из каталога, является оптимальной по соотношению «цена – качество». Наша организацией является изготовителем, что исключает наценку посредников. Для заказа или получения консультации просто свяжитесь с нами по указанным ниже телефонам.
8(4912)28-52-80, 8(4912)28-51-14, 8(915)611-65-57 или по электронной почте seliger62@yandex.ru