Glina 364

VMSHIPMENT_WEIGHT_COUNTRIES_WITH_SHIPMENT
  • Pakiranje: 10 kg

Opis

Cijena po jedinici (10 kg)

Boja: crvena

Šamot: 25%

Granulacija šamota: 0-0,5 mm

Preporučena temperatura prvog pečenja: 950°C

Max. temperatura pečenja: 980-1200°C

 Stezanje kod sušenja: 7%

TEHNIČKE INFORMACIJE

1070°C

 1140°C

 1200

1240°C

 Stezanje kod pečenja

 5%  6%  6%

 Absorpcija vode

7% 4% 3%

 

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