德國BURKERT傳感器 詢價(jià)Q:2583-5783-72
德國BURKERT傳感器
傳感器配件S030內(nèi)置一個(gè)渦輪,適用于流量測量。當(dāng)液體流過管道時(shí),渦輪旋轉(zhuǎn)產(chǎn)生脈沖,頻率與位移成比例。Bürkert“ Inline直角轉(zhuǎn)彎”技術(shù)可實(shí)現(xiàn)無泄漏。無需打開管道或中斷過程,即可安裝或拆卸環(huán)氧樹脂。
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)
類型 S030
產(chǎn)品分組 配件
溫度介質(zhì)分鐘 0 °C
高溫度介質(zhì) 50 °C
公稱壓力(DIN EN 1333) PN 10
動(dòng)態(tài)粘度小值 0 P
大動(dòng)態(tài)粘度 300 P
感應(yīng)器類型 槳輪
槳輪類型 磁性
配件電子接口 排隊(duì)
小體積流量測量值 543
大流量測量值 18.098
測量值單位 升/小時(shí)
端口連接1種 膠套
端口連接1螺紋類型 G
端口連接1螺紋標(biāo)記 1 1/2
端口連接1尺寸DN DN 25
端口連接1 DN英寸 1個(gè) 英制2
端口連接1內(nèi)徑(mm) 33,4 毫米
端口連接1外徑(mm) 41 毫米
端口連接1粘接 ASTM D 1785/76
端口連接材料類別 塑料制品
端口連接材料 PVC(聚氯乙烯)
測量管材質(zhì) PVC(聚氯乙烯)
電樞材料 PVC(聚氯乙烯)
中接觸零件密封材料 FKM(地板膠)
槳輪材質(zhì) PVDF(聚偏二氟乙烯)
槳輪軸材料 陶瓷的
軸承材料類別 技術(shù)陶瓷
軸承材質(zhì) 陶瓷的
安裝長度 161.4 毫米
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