意大利Dropsa一直致力于生產(chǎn)集中潤(rùn)滑系統(tǒng)和組件,開發(fā)出許多塑造我們行業(yè)的創(chuàng)意和產(chǎn)品。
今天,我們的創(chuàng)新始終向市場(chǎng)展示新產(chǎn)品和技術(shù)。東莞市科比特工業(yè)自動(dòng)化設(shè)備有限公司(東莞市廣聯(lián)自動(dòng)化設(shè)備有限公司)是意大利Dropsa中國(guó)一級(jí)代理商。
意大利dropsa壓力傳感器適用于重型電荷。隔膜結(jié)構(gòu)確保了好的操作效果重復(fù),而壓鑄輕合金外殼提供了好的防沖擊和外部因素保護(hù)。
意大利dropsa壓力傳感器主要特點(diǎn):
- 大。電壓42V
- 大。觸點(diǎn)額定值100VA
- 工作溫度 -30°C至+ 120°C(-22°F至+ 248°F)
- 機(jī)械持續(xù)時(shí)間(10)7
- 保護(hù)IP54
- 大。安全壓力30MPa(300 bar)(4300 psi。)
- 重量0,05 Kg(.11 lb)
- 連接:M10x1
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)
意大利dropsa壓力傳感器正確安裝方法:
(1) 通過適當(dāng)?shù)膬x表, 在普通大氣壓和標(biāo)準(zhǔn)溫度條件下,核實(shí)壓力傳感器的頻率反應(yīng)值。
(2) 核實(shí)壓力傳感器的編碼與相應(yīng)的頻率反應(yīng)信號(hào)的正確性。
2. 確定具體安裝位置
為了確定壓力傳感器的編號(hào)和具體安裝位置, 需按充氣網(wǎng)的各個(gè)充氣段來考慮。
(1) 壓力傳感器必須沿著線纜進(jìn)行安裝, 安裝在線纜接頭處。
(2) 每條線纜裝設(shè)壓力傳感器不少于4個(gè), 靠近電話局的兩個(gè)壓力傳感器, 相距不應(yīng)大干200m。
(3) 每條線纜的始端和末端分別安裝1個(gè)。
(4) 每條線纜的分支點(diǎn)應(yīng)裝1個(gè), 如果兩個(gè)分支點(diǎn)相距較近(小于100 m),可只裝1個(gè)。
(5) 線纜敷設(shè)方式(架空、地下)改變處應(yīng)裝1個(gè)
(6) 對(duì)無分支的線纜, 因壘線的線纜程式一致, 壓力傳感器的安裝隔距不大干500m, 并使其總數(shù)不少于4個(gè)。
(7) 為了便于確定壓力傳感器故障點(diǎn), 除在起點(diǎn)安裝壓力傳感器外,距起點(diǎn)150~200m處,還要另外安裝1個(gè)當(dāng)然在設(shè)計(jì)中, 一定要考慮經(jīng)濟(jì)與技術(shù)的因素, 在不需要安裝壓力傳感器的地方,則應(yīng)不必安裝。
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