Арматурагиб (РГСА), арт. 74791

55675

74791

РЕЗАК

<img 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

6 924 руб

Есть в наличии

Описание

Необходимость гнуть арматуру возникает на всех этапах строительных работ - при армировании фундамента , кладки стен либо при монтаже несущих конструкций . Для изгиба прутков применяется специальный инструмент - гибочный станок , арматурагиб.

Принцип работы инструмента — вы устанавливаете арматуру между двумя валиками так, чтобы она была зафиксирована в шпильках, затем давите на рычаг, что приводит к перемещению вращаемого валика, который оказывает давление на пруток и гнет его.

Преимущества

Арматурагиб имеет простую конструкцию, состоящую из следующих элементов ;

рабочая поверхность - пластина квадратной формы ;

фиксирующие шпильки , в которых фиксируется сгибаемый пруток ;

два валика - упорны и рабочий (вращаемый) ;

привод в виде прямой рычажной рукояти ;

максимальный размер гибки - 12 мм.

Комплектация

В комлекте три сменные оправки для изгиба разного диаметра по:
1 номер - для арматуры диаметром 6-8 мм.
2 номер -для арматуры диаметром 10 мм.
3 номер - для арматуры диаметром 12 мм.