Válvula esfera palanca H-H 2" TAJO-2000

Características:

Medida de conexión: 2x2"
Presión Nominal: 10 bar
Conexión: roscada ISO 228
Tipo de unión: H-H
Fluido utilizable: agua y soluciones de glicol
Color de la funda: Naranja
Material del cuerpo: Latón europeo CW617N, acabado cromado
Mando en: acero inoxidable
Asientos del obturador de PTFE modificado
Eje no manipulable con juntas de VITON
Juntas de alta resistencia térmica
Temperatura de servicio: desde -30ºC (excluyendo congelación) hasta 180ºC
Uso: Instalaciones solares
Norma: UNE-EN 13828

Medidas:

Longitud A (mm): 125
Longitud B (mm): 123
Longitud C (mm): 152

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

LUMINARIA VOLT CUADRADO 3 GU10 NEGRO

LUMINARIA VOLT CUADRADO 3 GU10 NEGRO