Las altas prestaciones de aislamiento acústico y térmico de esta serie unidas a sus hojas y marcos de ensamblaje perimetral, convierten a esta corredera en una sistema que se adapta a todos los proyectos.
Nuestra corredera perimetral por excelencia.
DESCRIPCIÓN GENERAL
- Marcos de 85 mm.
- Hojas de 35 mm.
- Sección de referencia de 116 mm.
- Marcos y hojas perimetrales ensamblados con escuadras dealta calidad.
- Altas prestaciones térmicas y acústicas.
- Herrajes, burletes y accesorios de alta calidad de fabricaciónpropia.
- Marcos y hojas intercambiables con las series STRUGAL S68RPy STRUGAL S86RP.
* Consultar peso y dimensiones máximas según tipologíay ubicación de la puerta o ventana.
ANCHO DE HOJA (L)=2200 mm*
ALTO DE HOJA (H)=2600 mm*
* Consultar peso y dimensiones máximas según tipología y ubicación de laventana o puerta.
*Valor calculado según norma EN-ISO 10077-1 para distintas confi guraciones devidrio. Para ventana de 2000 x 2180 mm. Rango de vidrios Ug= 1.0 - 2.5 W/m2K.
Rw= 27(-1;-2) dB - 30(-1;-2) dB
Según anexo B de la norma EN 14351-1 para áreas ≤ 2.7 m2.
PERMEABILIDAD AL AIRE
ESTANQUIDAD AL AGUA
RESISTENCIA AL VIENTO
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)
Ensayo realizado sobre una ventana de dos hojas correderas de 2400 x 2200 mm.* Clase C3 con refuerzos en nudo central - Clase B2 sin refuerzos.
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2 HOJAS CORREDERAS
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3 HOJAS CORREDERAS
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4 HOJAS CORREDERAS
![](data:image/jpeg;base64,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)
3 o 6 HOJAS CORREDERAS(3 carriles)