Гидромоторы и гидронасосы серий 310, 303, 313 изготавливаются только одним предприятием – заводом ПневмоСтройМашина бренда PSM-Hydraulics®. Вся остальная «новая» продукция, выдаваемая за заводы типа Pargolovo (Парголово), СЗПК, Энергокомплект и прочее, является продукцией после капитального ремонта, сделанного под новое.
Стоимость (цена) гидронасоса 310.4.80.05.06
- Новый 2023г. (Цена и срок завода) - 77000 руб. Производитель ОАО «ПневоСтройМашина» (ПСМ) г. Екатеринбург. Гарантия завода—изготовителя согласно паспорта (12 мес. — на работу и 18 мес. — на хранение).
- Новый с хранения - 67000 руб.(производство до 2021 г.) Производитель ОАО «ПневоСтройМашина» (ПСМ) г. Екатеринбург. Гарантия компании «Машремком» согласно паспорта (12 мес. — на работу и 18 мес. — на хранение). Цена за наличный расчет 52000 руб.
- После капитального ремонта, под новый - 46000 руб. Производитель ОАО «ПневоСтройМашина» (ПСМ) г. Екатеринбург, сборка компании «Машремком». Гарантия компании «Машремком» согласно паспорта (12 мес. — на работу и 18 мес. — на хранение). Цена за наличный расчет 37000 руб.
Цены актуальные с НДС, наличие Товара может меняться, перед покупкой уточняйте у менеджера.
Гидронасос — гидравлическая машина, использующая энергию потока жидкости, созданную гидронасосом, и преобразующая ее в механическую энергию вращения вала.
Предназначены для работы в объёмных гидроприводах. Смотреть применение на технике.
Насос 310.4.80.05.06 гидравлический, аксиально—поршневой с наклонным блоком 25%
ТАБЛИЦА ЗАМЕНЯЕМОСТИ (ТАБЛИЦА АНАЛОГОВ) ГИДРОНАСОСА 310.4.80.05.06
- Шахтинский завод Гидропривод г. Шахты МГ80/32.5
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)
Устройство и принцип работы насоса гидравлического типа 310.4.80.05.06
Гидронасосы изготавливаются в шлицевом и шпоночном исполнении вала. Вращение – правое либо левое, с блоком обратно—предохранительных клапанов и блоком прополаскивания.
Как определить направление вращение гидронасоса?
Гидромашину кладут «горбом» кверху и смотрят со стороны задней крышки на отверстия в ней. С какой стороны окажется отверстие большего диаметра, того вращения и насос.
Принцип работы качающего узла.
Качающий узел состоит из: блока цилиндров, поршня с шатунами, распределителя и вал с подшипниковым узлом.
От двигателя вращение передается валу насоса, затем шатунам через поршни к блоку цилиндров. Поршни за первые пол-оборота вала всасывают рабочую жидкость, а за вторую половину оборота нагнетают ее в гидросистему машины. Давление на выходе из насоса определяется нагрузкой на рабочий орган и ограничивается предохранительным клапаном системы.
Подача определяется частотой вращения вала насоса, а также собственным рабочим объёмом насоса.
Давление в системе создает тангенциальную и осевую нагрузки. Рабочий объём в свою очередь исходит из угла наклона блока цилиндров относительно оси вала и диаметром поршня.
Ограничения в эксплуатации гидронасоса 310.4.80.05.06
Для гидравлических систем:
- Должны в обязательном порядке присутствовать приборы для контроля температуры масла в баке гидромашины и приборы давления на выходных и входных магистралях трубопровода;
- Клапан предохранительный в гидросистеме машины должен быть настроен на давление не выше максимального;
- По возможности не допускать режима перегрузок при работе гидромотора;
- При давлении в 40МПа (400атм) при нормальной температуре рабочей жидкости во время эксплуатации изделия время работы не должно превышать 10-12 сек. с промежутками не меньше чем в 10 мин.;
- Выбирать допустимую частоту вращения гидромотора исходя из рабочего объёма;
- До -25 град. использовать манжеты FKM, до -45 град. материал уплотнения вала NBК.
Для трубопроводов:
- Площадь отверстий гидромотора должна быть меньше сечения сливного и напорного трубопроводов;
- Проверять на герметичность каждый напорный трубопровод статическим давлением рабочей жидкости в течение 5 мин при давлении в 50Мпа;
- Обязательно присоединять гидромотор с баком дренажным трубопроводом:
- 8 мм для рабочего объёма 12 куб. см.
- 10 мм для рабочих объёмов 28, 55, 56, 80, 107, 112 куб. см.
- 12 мм для рабочего объёма 160, 250 куб. см.
Рабочие жидкости для гидроприводов, рекомендуемые для применения серии 310:
- Класс чистоты по ГОСТ 17216-71 - 12;
- Кинематическая вязкость (сСт): оптимальная - 20-35, максимальная пусковая - 1500, минимальная кратковременная - 10;
- Тонкость фильтрации (мкм) - 25;
- Температура эксплуатации -40...+75;
- Масла: МГ-15-В, МГ-15-Вс (SHELL Tellus OilsT-15); МГ-15-Б, МГ-15-В, МГ-22-Б, МГ-46-В, И-Г-А-46.
Самую полную информацию можно получить в нашем новостном блоке или пройти по ссылке:
Применение смазочных материалов для аксиально-поршневых гидромашин.
КАТЕГОРИЧЕСКИ ЗАПРЕЩАЕТСЯ СМЕШИВАТЬ МАСЛА!
Технические характеристики аксиально — поршневого нерегулируемого гидронасоса правого вращения 310.4.80.05.06
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)
Конструкция:
- Конические подшипники узла вала, биметаллический блок цилиндров;
- Рабочий объём – 80 см3/об;
- Монтажный фланец – 4 отв. (ISO 3019/2);
- Гидронасос правого вращения, шпоночное исполнение вала;
- Без встроенной аппаратуры;
- Диаметр вала – 40 мм;
- 2 фланца на торце;
- Частота вращения вала nном – 1500 об/мин;
- Подача Qном – 120 л/мин;
- Рабочее давление Pном – 20 Мпа;
- Крутящий момент Tном – 278,58 Нм;
- Масса – 19 кг.
Применение на технике гидронасоса 310.4.80.05.06
В разделе применяемость рассмотрим ВСЕ варианты применения НЕРЕГУЛИРУЕМОЙ гидромашины с объёмом 80см3 обоих заводов - изготовителей, как то ОАО "ПневмоСтройМашина" и ОАО "Шахтинский завод "Гидропривод", выпускающие соответственно номенклатуру серии 310.3(4).80 и МГ 80/32 как гидромоторы со шлицевыми и шноночными валами, так и гидронасосы правого либо левого вращения с теми же валами. Если у Вас возникнут сомнения гидромашину какого завода выбрать, то воспользуйтесь нашим новостным блоком статья:
ПСМ VS Гидропривод
Экскаваторы:
- ЕТ-4322 ОАО "Мотовилихонские заводы" г. Пермь.
Автокраны:
- На базе автомобилей с грузоподъёмностью 16т. на поворот платформы ОАО "Ульяновский механический завод №2", ОАО "Галичский завод автомобильных кранов", ОАО "Автокран" г. Иваново, ОАО "Угличмаш", ЗАО "Газпром-кран" г.Камышин, ОАО "Могилевтрансмаш" г.Могилев, ОАО "МАЗ" г.Минск, ОАО "Клинцовский автокрановый завод" г.Клинцы, ОАО "Челябинский мехзавод" г. Челябинск.
- Гусеничные краны ДЭК на базе ОАО "Челябинский мехзавод" г. Челябинск в составе насосного агрегата 233.1.80.100.440.
Манипуляторы:
- Гидроманипуляторы ОМЛТ-97, ОМЛТ-97-04, ОМЛТ-120-01 ООО "Велмаш-С" г. Великие Луки;
- Гидроманипуляторы МУГ-80-74, VPL-90-76 и VPL-90-86 ОАО "Великолукский завод "Лесхозмаш", г. Великие Луки.
Бурильное оборудование:
- Бурильно-крановые машины БКМ-317А, 515А, 516А, 534А, 531А ОАО "Стройдормаш", г. Алапаевск, Свердловская область;
- Машина бурильная шнековая МБШ-518 "Стройдормаш", г. Алапаевск, Свердловская область.
Технологическое оборудование.
Общие требования по безопасности и уровню шума:
- При проектировании конструкции гидромотора были учтены требования для безопасности персонала от повышенного давления, гидроударов, вибраций;
- Детали гидромотора изготовлены из материалов, не представляющих угрозы для окружающей среды и вреда здоровью людей;
- Наружные стенки герметичны, резьбовые и неподвижные соединения проверены пробным давлением;
- На местах дренажа, каналов подвода и отвода рабочей жидкости предусмотрены защитные заглушки для устранения возможных попаданий загрязняющих веществ и повреждения стыковочных поверхностей;
- Допускается вынос пленки рабочей жидкости через уплотнение вала гидромотора без образования каплей;
- Категорически запрещено производить подтяжку болтов, гаек и других соединений гидромотора во время работы последнего;
- Уровень шума соответствует требованием безопасности при нормальной работе гидромотора.
Подготовка гидронасоса 310.4.80.05.06 к использованию:
- При обслуживании гидромотора квалификация специалиста должна подтверждаться соответствующим документом, выданным при прохождении подготовки на заводе-изготовителе или в учебных центрах по переподготовке персонала;
- Обслуживающий персонал должен быть обеспечен спецодеждой (комбинезон, перчатки, каска, ботинки, защитные очки);
- При попадании рабочей жидкости в глаза необходимо срочно промыть глаза теплой проточной водой и обратиться к врачу;
- Использовать масла, рекомендованные заводом-изготовителем, во избежание возможного выхода из строя как гидромотора, так и всей гидросистемы;
- При работе возможен нагрев гидромотора до температуры +115 гард.;
- Расконсервация гидромотора должна быть не белее чем за 12 часрв до его установки;
- При монтаже удалить смазку с поверхности, снять заглушки, слить жидкость внутренних полостей в емкость для нефтепродуктов, упаковочную тару и заглушки сдать в рециркуляцию;
- Смещение осей относительно друг друга не должно превышать 0,1мм;
- Неплоскостность монтажных поверхностей 0,03мм;
- Шероховатость монтажных поверхностей не превышает 2,5 микрон;
- Учитывать предельные нагрузки на вал;
- Соединение валов должно быть через упругую муфту;
- Дренаж гидромотора соединить с линией дренажа;
- Перед запуском проверить крепление гидромотора и всех соединений;
- Залить масло в гидросистему и гидромотор через заливное отверстие с фильтром (тонкость фильтрации 25мкм);
- Проверить уровень масла в баке;
- Пробный пуск без нагрузки и прогрев масла на холостом ходу.
Перечень возможных неисправностей, устранимых в процессе использования гидронасоса 310.4.80.05.06
- Повышенный уровень шума при работе свидетельствует наличие воздуха в системы и не закреплены трубопроводы и шланги. Нужно закрепить трубопроводы с использованием резиновых прокладок и выпустить воздух из системы;
- Течь в валу свидетельствует о повреждении манжетного уплотнения, а это либо засорен дренажный трубопровод, либо нарушены требования монтажа. Нужно заменить манжетное уплотнение, заменить дренажный трубопровод, устранить перекос или несоосность валов.
Перечень поломок гидронасоса 310.4.80.05.06
Указаны в новостном блоке либо по ссылке:
Перечень поломок гидромоторов и гидронасосов
Техническое обслуживание гидронасосов и гидромоторов аксиально-поршневых нерегулируемых типа 310 (серии 310)
Предусмотрены два вида технического обслуживания (ТО): ежесменное и периодическое.
При ежесменном ТО проводится:
- Проверка уровня рабочей жидкости в баке;
- Проверка герметичности трубопроводов;
- Проверка резьбовых соединений.
При периодическом ТО проводится:
- Контроль состояния фильтров;
- Замена рабочей жидкости.
Замена рабочей жидкости проводится после предварительного прогрева на режимах работы до определенной температуры:
- При ТО-1, не позже 100 моточасов;
- Через каждые 3500-4000 моточасов, не реже 2 раз в год.
Гарантийный срок, транспортировка и хранение гидронасоса 310.4.80.05.06.
- Гарантийный срок эксплуатации 12 месяцев со дня ввода, при наработке ресурса в 1500 моточасов в интервале гарантийного срока.
- Гарантийный срок хранения 18 месяцев со дня изготовления.
- Срок консервации 3 года.
- Хранение гидронасоса осуществляется в отапливаемом помещении при температуре воздуха от +5 до +40 град. и влажности 80% при температуре +25 град.
- Транспортировка гидронасоса, упакованного в тару, возможно любым видом транспорта.
Составление рекламационного акта, при обнаружении дефекта.
Акт составляется в произвольной форме с указанием:
- Наименования и заводского номера изделия;
- Наименование машины и узла установки изделия;
- Наработка в моточасах;
- Как обнаружился дефект и возможная причина отказа.
Примечание:
- Гарантия снимается если нарушены требования эксплуатации;
- На гарантийный ремонт принимаются изделия только при наличии этикеток 300ЭТ;
- Отказ в ремонте по гарантии или замена изделия осуществляется в двух случаях, как то разборка изделия и нарушение пломбировки и эксплуатация с параметрами, несоответствующие нормативным;
- Гарантийный талон заполняется представителем сервисного центра и после ремонта возвращается владельцу.
Декларативные документы изготовителя (ГОСТы)
- EN 982-1996 Безопасность оборудования. Требования безопасности к гидравлическим и пневматическим системам и их компонентам. Гидравлика.
- ГОСТ Р 52543-2006 (EN 982-1996) Гидроприводы объёмные. Требования безопасности.
- ГОСТ Р 51344-99 (EN 1050-96) Безопасность машин. Принципы оценки риска.
- ГОСТ 12.1003-83 ССБТ. Шум. Общие требования безопасности.
Обращаем ваше внимание, что действует акция по бесплатной доставке в следующие города:
Архангельск, Астрахань, Барнаул, Белгород, Брянск, Великие Луки, Великий Новгород, Владимир, Волгоград, Воронеж, Горно-Алтайск, Губкин, Екатеринбург, Ижевск, Иркутск, Йошкар-Ола, Казань, Калуга, Кемерово, Киров, Ковров, Когалым, Кострома, Краснодар, Красноярск, Кузнецк, Кунгур, Курган, Курск, Лесосибирск, Липецк, Москва, Мурманск, Муром, Набережные Челны, Нерюнгри, Нефтеюганск, Нижневартовск, Нижний Новгород, Нижний Тагил, Новосибирск, Новый Уренгой, Норильск, Ноябрьск, Нягань, Омск, Орел, Оренбург, Орск, Пенза, Пермь, Петрозаводск, Прокопьевск, Псков, Рязань, Самара, Санкт-Петербург, Саратов, Смоленск, Сочи, Ставрополь, Стерлитамак, Сургут, Сызрань, Тамбов, Тверь, Тольятти, Томск, Тюмень, Улан-Удэ, Ульяновск, Усть-Илимск, Уфа, Ханты-Мансийск, Чебоксары, Череповец, Юрга, Якутск, Ярославль.
Если вы не нашли свой город в списке, свяжитесь с нашим менеджером для согласования доставки в ваш город.
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