Производитель позиционирует данную модель, как начальный вариант или «доступная цветная система».
Что в ней есть интересного и чем она может похвастаться среди своих конкурентов?
Основными направлениями, на которых последние несколько лет компания DEVELOP фокусировала усилия по развитию своей линейки цифровых печатных машин, было повышение производительности и качества печати. За последние годы мы увидели, как новые цифровые печатные машины (ЦПМ) ineo+ 6000/7000/8000 сменили предыдущее поколения и подняли стандарты цифровой печати на новый уровень.
В подобном развитии нет ничего необычного или удивительного — по мере того, как цифровая печать превращается из экзотического в один из основных способов производства полиграфической продукции, закономерно растет интерес типографий к более производительной технике. Технике способной быстро печатать большие тиражи со стабильным качеством и низкой себестоимостью. DEVELOP — не единственная компания, активно развивающая направление высокопроизводительных машин и удерживающая лидерские позиции.
Компания DEVELOP выпускает очень широкую линейку оборудования для самых разных требований и сегментов рынка. Различия между техникой из разных сегментов имеют, скорее, маркетинговый, чем принципиальный технологический характер. Брошюры, описывающие высокопроизводительные модели, пестрят названиями различных технологий, их аббревиатурами и схемами — они предназначены для покупателей из полиграфической отрасли, ищущих для расширения бизнеса новую технику. В материалах о младших моделях в основном подчеркивается их доступность, окупаемость начальных вложений и простота в использовании, они — для тех, кто только сейчас принимает решение об открытии нового производства, размышляет о разумности такого шага.
Для ознакомления с ineo+ 6000 можно посетить один из филиалов Типографии Вольф, официального дилера DEVELOP, где реально работают именно эти машины.
Основные технические характеристики:
- скорость печати — до 60 стр/мин A4 ( или 34 стр/мин А3),
- расчетная месячная нагрузка — 280 тыс. листов.,
- допустимая плотность запечатываемых материалов — от 64 до 300 г/м2,
- формат печати — до 330х487 мм.
Разрешающая возможность до 1200х1200 dpi, это не только «разрешение печати», но и разрешение растрирования контроллеров, позволяющее воспроизводить точку растра размером до 20 мкм. Для печати используется полимеризованный тонер Simitri HD, закрепляющийся при пониженной температуре без использования масла (что способствует плавности градиентных переходов и большему внешнему подобию отпечатка офсетному оттиску).
Встроенная в это устройство система измерения плотности тонера на отпечатке дополняет внутреннюю систему контроля нанесения тонера и позволяет выполнять калибровку ЦПМ в автоматическом режиме на протяжении всего тиража.
ЦПМ ineo+ 6000 могут быть укомплектованы всем широким ассортиментом подающих и финишных модулей, разработанных DEVELOP. Это позволяет производить в линию разнообразные виды готовой продукции, включая книги с клеевым скреплением
Набор финишных модулей может не показаться серьезным, особенно для крупной цифровой типографии. В типографии фальцевально-брошюровочные работы отделены от процесса печати и выполняются на специализированном оборудовании. Но для корпоративного клиента это жизненно необходимые вещи.
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)
Компания предлагает выбор из четырех вариантов контроллеров/растровых процессоров:
- процессор собственной разработки DEVELOP,
- встроенный контроллер на базе EFI Fiery,
- внешний контроллер на базе EFI Fiery
- внешний контроллер на базе Creo
ineo+ 6000 позиционируется производителем как устройство для печати не очень больших тиражей при не самой высокой месячной нагрузке. Это должно вызвать к интерес к данной модели ЦПМ, в первую очередь, у небольших цифровых типографий или у традиционных офсетных, желающих с минимальными затратами сделать первые шаги в освоении цифрового бизнеса. При наличии в типографии набора финишного оборудования отсутствие возможности комплектовать ineo+ 6000 продвинутыми модулями для производства готовой продукции в линию не сможет серьезно осложнить производственный процесс. Кроме того, эта ЦПМ может оказаться кстати и в крупных цифровых типографиях в качестве резервной машины, использующейся для печати небольших тиражей или для «горячей подмены» более производительных машин, если тем внезапно потребуется помощь сервис-инженеров — скорость выполнения заказов снизится, но производство не остановится, а если в типографии используются только ЦПМ DEVELOP с тем же (или подобным) типом тонера, заказчик, скорее всего, не заметит разницы.
В начале 2014 года компания DEVELOP объявила акцию на целый ряд своих моделей, одна из них это ineo+ 6000.
Цена минимального комплекта:
- OC-506 (сканер)
- MB-504 (лоток ручной подачи)
- OT-502 (приемный лоток)
- IC-601 (контроллер DEVELOP)
- HD-514 (жесткие диски)
- PH-102 (дополнительное программное обеспечение)
- ES-2000 спектрофотометр
- Комплект тонеров CMYK
- Шнур питания
- Кабель UTP 3,0 м
- 208 379 грн. с учетом НДС