瑞士Vibro-Meter24 VDC 3 A電源,用于Vibro-Meter的VM600機(jī)架式和VibroSmart分布式監(jiān)控系統(tǒng),。
瑞士Vibro-Meter APF196 24VDC3A電源特征
- 交流或高壓直流輸入和24 VDC輸出
- 緊湊型設(shè)計(jì),,帶電源指示燈(DC OK LED)
- DIN導(dǎo)軌安裝
- 多可以并聯(lián)五個(gè)APF196電源,以支持電源冗余和/或提供更多輸出電流
瑞士Vibro-Meter APF 196是一種用于基于VM600機(jī)架的機(jī)械監(jiān)控應(yīng)用程序基于系統(tǒng)或Vibrosmart®DMS模塊系統(tǒng),。它可用于為任何需要24 Vdc電源,,例如,外部硬件如GSI 12X電隔離裝置或Vibrosmart DMS設(shè)備,。APF 196安裝在DIN導(dǎo)軌上,,通常安裝在包含VM600機(jī)架或Vibrosmart的機(jī)柜模塊和其他設(shè)備。
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)
瑞士Vibro-Meter APF196 24 VDC 3 A電源筆記:
如上圖所示,,多5個(gè)APF 196電源可以并聯(lián)連接和操作,。如果APF 196電源冗余,則可使用單獨(dú)的輸入電壓連接連接電源,。是必需的(如上所示),。或者,,如果輸出電流增加,,則電源可以與公共輸入電壓連接連接。是必需的,,沒有冗余,。當(dāng)并聯(lián)操作APF 196電源時(shí),不需要外部二極管,,因?yàn)樗鼈儼趦?nèi)部,。
瑞士Vibro-Meter APF196 24 VDC 3 A電源常見問題解答:
1、工業(yè)電源的基本工作原理是什么,?
答:通過運(yùn)行高頻開關(guān)技術(shù)將輸入的較高的交流電壓(AC)轉(zhuǎn)換為PC電腦工作所需要的較低的直流電壓(DC)。
2,、工業(yè)電源的工作流程是怎樣的,?
答:當(dāng)市電進(jìn)入電源后,先經(jīng)過扼流線圈和電容濾波去除高頻雜波和干擾信號(hào),,然后經(jīng)過整流和濾波得到高壓直流電,。接著通過開關(guān)電路把直流電轉(zhuǎn)為高頻脈動(dòng)直流電,再送高頻開關(guān)變壓器降壓,。然后濾除高頻交流部分,,這樣后輸出供電腦使用相對(duì)純凈的低壓直流電。
3,、EMI電路的主要作用是什么,?
答:EMI電路的作用是濾除由電網(wǎng)進(jìn)來的各種干擾信號(hào),防止電源開關(guān)電路形成的高頻擾竄電網(wǎng)。EMI是CCC認(rèn)證一個(gè)重要內(nèi)容,。
4,、什么是高壓整流濾波電路?
答:高壓整流濾波電路由一個(gè)整流橋和兩個(gè)高壓電解電容組成,。作用是把220V交流市電轉(zhuǎn)換成300V直流電,。
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)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(guó)美國(guó)有公司,,廠家一手貨源,,詳請(qǐng)致電。