Классификация
эндодонтических
инструментов
|
Вид инструмента
|
Особенности изготовления рабочей части
| Особенности рабочего режима.
Необходимые режимы движения при работе
|
Область использования (применения)
|
I. Инструменты для расширения устья корневого канала
|
Gates Glidden
![](data:image/jpeg;base64,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)
| Рабочая часть копьеобразной формы с неагрессивной верхушкой на длинном
стержне.
Выпускается 6 размеров.
| Используется с механическим наконечником на малых оборотах -450-800 об/мин
| Расширение устьевой и верхней трети канала
|
Largo
(«Peeso Reamer»)
![](data:image/jpeg;base64,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)
| Рабочая часть имеет удлиненную форму с неагрессивной верхушкой на
длинном стержне. Выпускается б размеров, которые маркируются кольцами на держателе.
| Используется с механическим наконечником на малых оборотах - 700-1200 об./мин
| Расширение и прохождение устьевой, верхней я средней трети прямых каналов однокорневых зубов, а также небного канала верхних моляров и дистального канала нижних моляров.
|
Beutelrock
Reamer B2(VDW)
| Рабочая часть цилиндрической формы изготавливается из нержавеющей хромникелевой стали методом закручивания плоского лезвия, имеющего две режущие поверхности. Инструмент очень острый. Имеет активную верхушку.
| Работать необходимо только на малых оборотах
| Используется для подготовки пространства под штифтовую конструкцию. Расширение и прохождение устьевой, верхней и средней трети прямых каналов Не использовать для обработки искривленных каналов, т.к. возможна перфорация стенки канала или перелом инструмента из-за отсутствия необходимой гибкости.
|
Beutelrock Reamer B1(VDW)
| Рабочая часть вытачивается из цельной заготовки подобно стальному бору, имеет пращевидную форму с четырьмя режущими гранями, каждая суживается к верхушке инструмента. Кончик инструмента неагрессивный
| Скорость вращения в угловом наконечнике
800-1200 об/мин
| Применяется для создания и расширения доступа только в прямой части канала, т.к. инструмент не обладает гибкостью
|
Orifice Opener
| Имеет четырехгранную рабочую часть, суживающуюся к вершине
| Ручной инструмент
| Для расширения устьевой трети корневого канала инструментов меньшего размера.
|
ProFile Orifice Shapers (профайлы , для раскрытия устьев корневых каналов)
| Выполнены из никельтитанового сплава. Длина рабочей части составляет 19мм. Выпускаются 6 размеров:
1 (05/20)
2 (06/30)
3 (06/40)
4 (07/50)
5 (08/60)
6 (08/80).
Цифры 05,06, 07,08 обозначают конусность инструмента,
а 20, 30, 40, 50, 60. 80 - диаметр верхушки по стандарту ISO. На хвостовике эта серия профайлов имеет 3 кольца, цвет которой обозначает размер верхушки инструмента
| Используется со специальным эндодонтическим наконечником, обладающим высоким моментом вращения и контролируемой скоростью. Оптимальная скорость вращения - 200-300 оборотов в минуту'.
| Позволяет создать конусообразную форму устьевой части канала, устранить существуюшие навесы и сужения, а так же облегчить проникновение в глубь канала
|