3/2 Düğmeli (Kalmalı Tip) Mekanik Kumandalı Valf
(0) Yorum - 0 Puan
Kategori
Stok Kodu
L321-06
Fiyat
16,50 USD + KDV
*66,53 TL den başlayan taksitlerle!
712,21 TL
3/2 Düğmeli (Kalmalı Tip) Mekanik Kumandalı Valf
Çalışma Basıncı : 1.5~8 bar
Dayanma Basıncı : 12 bar (max)
Çalışma Sıcaklığı : -5~80°C
![](data:image/png;base64,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)
Çalışma Basıncı : 1.5~8 bar
Dayanma Basıncı : 12 bar (max)
Çalışma Sıcaklığı : -5~80°C
Bu ürüne ilk yorumu siz yapın!