Лифт фрезерный BELMASH D033A

27 990 ₽
+ 840  бонусов на личный счет
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Можно купить в рассрочку от 4 665 ₽ в мес.
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Лифт предназначен для подъёма/опускания фрезерного двигателя и установки в стол оснований фрезерных станков/фрезерных столов BELMASH RT600, BELMASH RT800, BELMASH RT-650L и аналогичных изделий.

Он позволяет выполнять перемещение фрезерного двигателя по вертикали с высокой точностью - 1 оборот равен 1,58 мм по высоте. Не требует дополнительной фиксации его положения.

Изделие подходит для фрезерных столов с отверстием под фрезерный лифт размером 298,5×235 мм.

Возможна установка фрезерных двигателей с установочным диаметром от 98 до 107 мм.


Диаметр отверстия в пластине под проставочное кольцо
98,3 мм
Пластина фрезерного лифта Д × Ш × В
298 × 235 × 10 мм
Рабочий ход
80 мм
Максимальный установочный диаметр двигателя фрезерного
107 мм
Минимальный установочный диаметр двигателя фрезерного
98 мм
Габаритный размер (Д × Ш × В)
298 × 235 × 270 мм
Размер упаковки (Д × Ш × В)
360 × 280 × 325 мм
Масса нетто
4,8 кг
Масса брутто
5,9 кг
Комплект (кратность) продажи
1 шт
Расширенная гарантия (регистрируется дополнительно)
Не распространяется
Страна происхождения
Китай
Лифт фрезерный
1
Кольцо проставочное
1
Ручка регулировки
1
Заходной штифт
1
Кольцо переходное
1
Комплект ключей
1
Комплект крепежа
1
Руководство по эксплуатации
1
Упаковка
1
Оцените товар
24 марта 2022
Евгений Ларин
24 марта 2022
Уважаемый БЕЛМАШ!!! Очень... (ОЧЕНЬ ОЧЕНЬ!!!) надеюсь на то, что вы способны взаимодействовать с производителем этих лифтов. Я приобрёл сие чудо. Радовался ровно до того момента, пока не пришло время заняться врезкой этой пластины в столешницу. Догадываетесь в чем дело? Нет? Отвечаю. Чтобы самостоятельно и безболезненно врезать эту пластину, необходимо иметь либо специальный шаблон под копировальное кольцо (ни размеров ни самого шаблона, ни каких-либо рекомендаций по врезке к пластине-лифту не прилагается) либо иметь станок с ЧПУ (большего размера и огромной стоимости) либо фрезу ВНИМАНИЕ диаметром 40 !!! мм. (а фрезу d40 с хвостовиком 8 мм найти не получится даже на китайском маркетплейсе). А всего-то и надо - попросить производителя скруглить углы не под R20, а под R10. Тогда любому человеку достаточно будет нескольких реек и фрезы d20. В общем, разочарованию нет предела. Теперь я вынужден ломать голову чтобы как-то решить эту проблему. А это реально гигантская проблема.
еще
28 марта 2022
Сергей Мясин
belmash.ru
28 марта 2022
Спасибо за комментарий. Обязательно передадим все замечания на производство, хоть они и не относятся к качеству самого лифта. Хочу обратить внимание, что с нашим столом RT600 или RT800 данный лифт совместим без доработок, которые Вы описали.
еще
25 апреля 2022
Анна Кошкина
belmash.ru
25 апреля 2022
Евгений, добрый день. Еще раз спасибо за ваши замечания. Доработали инструкцию/паспорт, и разместили схему пластины с размерами.
еще
26 сентября
Пользователь скрыл свои данные
26 сентября
Скажите пожалуйста, можно ли на этот лифт установить фрезер WERT EVR 1450E?
И вообще можно ли устанавливать фрезеры двуручные, или он подходит только для фрезерных двигателей?
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
еще
1 октября
Анна Кошкина
belmash.ru
1 октября
Здравствуйте. Фрезеры устанавливаются на универсальную пластину или на пластину без отверстий (произвести разметку, центровку, сверление отверстий и после этого закрепить).
еще
1 мая 2018
Пользователь скрыл свои данные
1 мая 2018
Скажите пожалуйста, подойдет ли этот лифт для Фрезера Makita RP 2300 FC.
еще
4 апреля 2018
Пользователь скрыл свои данные
4 апреля 2018
Скажите пожалуйста, из чего сделана верхняя пластина лифта? Есть ли в комплекте кольца переходные? Спасибо!
еще
9 апреля 2018
Пользователь скрыл свои данные
9 апреля 2018
Карен, добрый день!
Пластина лифта изготовлена из стали. В комплекте идет одно кольцо с диаметром отверстия 5 мм, но в наличии есть кольца разным диаметром отверстия.
еще
5 февраля 2018
Пользователь скрыл свои данные
5 февраля 2018
Судя по изображениям, это точная копия лифта Felisatti WS1050. Это так?
еще
16 февраля 2018
Пользователь скрыл свои данные
16 февраля 2018
Андрей, добрый день, спасибо за Ваш отзыв. Это не совсем так, конструктивно есть одинаковые решения, так как для данного оборудования они самые удачные.
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Преимущества
BELMASH D033A
Универсальность

Конструкция лифта позволяет осуществлять его установку в любой фрезерный стол, с подходящим монтажным отверстием.

Надежность и простота

Быстрая и удобная фиксация двигателя

Точность настройки

Высокая точность настройки высоты положения закрепленного двигателя (1 оборот равен 1,58 мм).

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