Fiyat: Fiyat Alınız
Mandallı Yağmurlama borular 5, 6 ve 12 metrelik veya müşteriye özel uzunluklarda 4, 5, 6 ve 8 bar fonksiyonlarında üretilmekte ve birbirine kolayca bağlanabilmektedir. Fabrikada, boru başında ve sonunda Mandallı Yağmurlama borular için özel olarak erkek ve dişi bağlantılar kaynaklanır. Mandallı Yağmurlama bağlantıları ile boruların sızdırmazlığını sağlamak için güçlü metal veya plastik mandal kullanıldığını bilmek gerekir. Mandallar basınca ve darbeye karşı tamamen dayanıklıdır.Mandallı Yağmurlama sulama sistemlerinin avantajları Bağlantı ve kaynak gerektirmeden kolay ve rahat kurulum Kolay ve hızlı toplama Yüksek kurulum hızı (bir günde kilometrelerce mandallı boru döşeme yeteneği) Montaj ve yeniden kurulum kolaylığı nedeniyle ekim ve hasat makineleri dahil her türlü tarım makinesini tarlada kullanmak mümkündür. Kolay ulaşım Kurulum ve montaj için bir kaynakçıya veya uzman ve özel aletlere gerek yok Minimum depo alanında depolama yapmakNakliye kamyonlarının tüm alanını işgal etmesi nedeniyle daha düşük nakliye maliyeti Tüketici için benzer borulara kıyasla daha düşük maliyet Benzer borulardan daha uzun ömür Birkaç tarlayı sulamak için kullanılabilir Kiralık tarlalarda kullanım için en iyi seçenek Bu tip borularda piyasada bulunan tüm bağlantıları kurma ve kullanma mümkün
![](data:image/png;base64,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)
![](/site_document/files/resim/kapali_sulama.sflb-min-1-2_96785.jpg)