德國rechner電容傳感器KS型對于需要*或極低溫度額定值的應(yīng)用,KS系列的工作溫度范圍為-328°F至+ 482°F(-200°C至+250°C),。那是在液氮和標(biāo)準(zhǔn)烹調(diào)設(shè)備的溫度之間的操作溫度。該傳感器可以到達(dá)其他大多數(shù)傳感器無法達(dá)到的位置。東莞市科比特工業(yè)自動化設(shè)備有限公司為您提供德國rechner電容傳感器KS型所有產(chǎn)品的銷售,。
德國rechner電容傳感器KS型電導(dǎo)率:
通過將傳感器場的影響橋接到更大的體積,,電導(dǎo)率會夸大傳感器前面的電容量。當(dāng)僅少量傳感器前面的材料連接到較大質(zhì)量時(shí),,這將導(dǎo)致電容式傳感器卡在ON狀態(tài),。
番茄醬就是一個(gè)很好的例子。如果通過儲罐側(cè)面安裝的傳感器在側(cè)壁上殘留有殘留物,,該殘留物延伸到儲罐下方的番茄醬的主要體積,,則傳感器將保持打開狀態(tài)。
Rechner有解決此問題的方法,。LevelMaster系列(KS-700 / KS-800)不受電導(dǎo)率問題的影響,。
導(dǎo)電材料的示例:鹽水,面糊,,番茄醬,,蛋黃醬和醋或鹽基粘性液體。
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)
德國rechner電容傳感器KS型磁滯現(xiàn)象:
遲滯是一種“閂鎖型效應(yīng)”,,即使對象移出了傳感器的視野,,它也會使打開(檢測)的傳感器保持開啟狀態(tài)。
這在某些情況下很有用,,通常內(nèi)置于感應(yīng)式傳感器中,,這樣當(dāng)物體恰好位于其檢測范圍的邊緣時(shí),該傳感器將不會顫動(反復(fù)打開和關(guān)閉),。
磁滯的影響隨著感應(yīng)場的擴(kuò)展而擴(kuò)大,。Rechner傳感器電容式傳感器的“正常檢測距離(Sn)”通常具有小于10%的磁滯。
東莞市科比特工業(yè)自動化設(shè)備有限公司(東莞市廣聯(lián)自動化設(shè)備有限公司)專業(yè)供應(yīng)進(jìn)口電磁閥,、氣缸,、泵、傳感器,、繼電器,、開關(guān)、離合器,、過濾器,、濾芯、流量計(jì),、液位計(jì),、編碼器、伺服閥等產(chǎn)品,。德國美國有公司,,廠家一手貨源,詳請致電,。