II. Инструмент для прохождения корневых каналов
|
K - Reamer
(дрильбор Керра)
![](data:image/jpeg;base64,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)
| Инструмент изготавливается из нержавеющей стали методом скручивания, имеет удлиненный шаг режущей грани (спирали), за счет чего достигается высокая гибкость и режущая способность.
К-римеры малых размеров (до № 40) изготавливаются из проволоки квадратного сечения, в результате чего повышается устойчивость к перелому.
Имеют неагрессивную верхушку.
К-римеры больших размеров (с № 45) выполняются из проволоки треугольного сечения, что предает инструменту необходимую гибкость и высокую режущую способность. Имеют активную режущую верхушку.
| При работе ручными
К-римерами необходимо совершать движения, аналогичные движениям при подзаводке часов Максимальный угол поворота— 180°
| Первичное зондирование корневого канала и его прохождение. Определение первичной длинны и возможных искривлений канала
|
K-Flexoreamer
![](data:image/jpeg;base64,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)
| Инструмент обладает большой гибкостью, что связано с уменьшением шага спирали в результате скручивания. Кроме того, К-Flexoreamer изготавливается из проволоки треугольного сечения
| Движения при работе как при подзаводке часов
| Для прохождения тонких и искривленных каналов.
|
K-Flexoreamer golden medium (meillefer)
![](data:image/jpeg;base64,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)
| Представляет собой инструменты «К-Flexoreamer» промежуточных размеров
-№№12, 17,22,27,32,37
| Движения при работе как при подзаводке часов.
| Используется при трудностях прохода от одного стандартного размера инструмента к другому. Например, при затрудненном введении «K-Flexoreamer»
№ 25 после «K-Flexoreamer»
№ 20 следует применить промежуточный инструмент «K-FIexoreamer golden medium» №22.
|