Химический анкер R-CAS-V (винилоэстровая смола) в ампуле для вкручивания
- Одобрено для использования с арматурой в бетоне без трещин
- Высокая эффективность при выполнении креплений, требующих наивысшего уровня надежности и максимальной нагрузки с возможностью анкеровки с небольшими интервалами и вблизи краев элемента.
- Система работает по принципу садгезии с основанием обеспечивающего достаточно однородное распределение напряжений вдоль анкера, благодаря чему его можно устанавливать недалеко от краев или в непосредственной близости от других креплений.
- Капсула содержит точное количество смолы и отвердителя, что обеспечивает высокую эффективность продукта
- Возможность использования во влажном или сухом бетоне без трещин
- Продукт без характерного запаха, без содержания вредного стирола
Доступные типоразмеры для заказа:
R-CAS-V-08
R-CAS-V-10
R-CAS-V-12
R-CAS-V-16
R-CAS-V-20
R-CAS-V-24
R-CAS-V-30
Минимальное время отвердения и монтажа
Температура смолы |
Температура основания |
Время отверждения |
Время монтажа |
[°C] |
[°C] |
[min] |
[min] |
5 |
-5 |
480 |
- |
5 |
0 |
240 |
- |
5 |
5 |
150 |
- |
10 |
10 |
120 |
- |
15 |
15 |
90 |
- |
20 |
20 |
45 |
- |
25 |
30 |
20 |
- |
25 |
40 |
10 |
- |
Установочные данные для использования с резьбовыми шпильками R-STUDS
Размер |
M8 |
M10 |
M12 |
M16 |
M20 |
M24 |
M30 |
||
Диаметр резьбы |
d |
[мм] |
8 |
10 |
12 |
16 |
20 |
24 |
30 |
Диаметр отверстия в основании |
d0 |
[мм] |
10 |
12 |
14 |
18 |
24 |
28 |
35 |
Размер капсулы |
[мм] |
8 |
10 |
12 |
16 |
20 |
24 |
30 |
|
Диаметр капсулы |
[Russian]: dc |
[мм] |
9.25 |
10.75 |
12.65 |
16.75 |
21.55 |
23.75 |
33.2 |
Крутящий момент |
Tinst |
[Nm] |
10 |
20 |
40 |
80 |
120 |
180 |
300 |
Минимальная глубина отверстия в основании |
h0 |
[мм] |
hnom + 5 |
hnom + 5 |
hnom + 5 |
hnom + 5 |
hnom + 5 |
h nom + 5 |
hnom + 5 |
Минимальная глубина заделки анкера в основание |
hnom |
[мм] |
80 |
90 |
110 |
125 |
170 |
210 |
270 |
Минимальная толщина основания |
hmin |
[мм] |
120 |
130 |
140 |
180 |
230 |
270 |
340 |
Минимальное расстояние между точками крепления |
smin |
[мм] |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
Минимальное расстояние от края основания |
cmin |
[мм] |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
0.5 * Полезная глубина анкеровки (hef) ≥ 40 |
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 30nXefHR7mZYkxpoopQogiRClCiFJKEnJaTyyfJlKSrA7ZMUq1NlLpoqoXeR57fui5nDJtjFCKUkIRxhghC4y10JjV80TIQmsRpA
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