美國Magtrol一直為客戶提供高質(zhì)量的產(chǎn)品,,以測試,測量和控制扭矩 - 速度 - 功率,,負(fù)載 - 力 - 重量,,張力和位移。Magtrol公司總部位于美國,,是電機(jī)測試設(shè)備和磁滯制動器和離合器的制造商,。位于瑞士的Magtrol SA還提供電機(jī)測試設(shè)備以及測量,控制和監(jiān)控負(fù)載力 - 重量和位移的產(chǎn)品,。
美國Magtrol使用高度的非接觸式測量技術(shù),,提供出色的長期穩(wěn)定性和可靠性,??筛鶕?jù)客戶要求提供特殊裝置,。
美國Magtrol扭矩傳感器產(chǎn)品描述
Magtrol提供三種類型的扭矩傳感器,用于動態(tài)扭矩和速度測量,。所有三種傳感器型號均采用我們*的非接觸式差動變壓器扭矩測量技術(shù) 這種測量技術(shù)提供了許多益處,尤其是在操作期間沒有電子元件旋轉(zhuǎn),。每個(gè)型號都有一個(gè)集成的調(diào)節(jié)電子模塊,,提供0到±10 VDC的扭矩輸出和開路集電極速度輸出。Magtrol的扭矩傳感器非??煽浚峁└哌^載保護(hù),,出色的長期穩(wěn)定性和高抗噪性,。
美國Magtrol扭矩傳感器特征
- 集成扭矩和速度調(diào)節(jié)
- 扭矩范圍:0.1 N·m至10,000 N·m(0.07 lb·ft至7375 lb·ft)
- 準(zhǔn)確度:<0.1%
- 過載能力:200%
- 過載限制:高達(dá)400%
- 高速應(yīng)用:高達(dá)50,000 rpm
- 非接觸式(無滑環(huán))
- 旋轉(zhuǎn)中沒有電子元件
- 沒有電噪聲
- 單直流電源:20至32 VDC
- 即時(shí)速度檢測
- 可調(diào)扭矩信號頻率限制
- 內(nèi)置測試功能
- 不銹鋼軸
- EMC易感性符合歐洲標(biāo)準(zhǔn)
- 校準(zhǔn)到METAS標(biāo)準(zhǔn)
美國Magtrol扭矩傳感器經(jīng)營原則
扭矩計(jì)測量系統(tǒng)簡單可靠,基于可變扭矩比例變壓器聯(lián)軸器的原理,。Magtrol已采用該原理來測量扭矩,。測量系統(tǒng)由兩個(gè)同心圓柱體組成,在軸的變形區(qū)域的每一側(cè)收縮在軸上,,并且兩個(gè)同心線圈連接到殼體上,。
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)
兩個(gè)圓柱體具有圓形設(shè)置的重合的一排槽,并且與線圈內(nèi)的軸一起旋轉(zhuǎn),。頻率為20kHz的恒定交流電流過初級線圈,。當(dāng)施加扭矩時(shí),兩個(gè)氣缸上的槽不重疊,。相反,,變形區(qū)域經(jīng)歷角度變形并且槽開始重疊。因此,,在次級線圈中感應(yīng)出與轉(zhuǎn)矩成比例的EMF,。
調(diào)節(jié)電子設(shè)備將EMF轉(zhuǎn)換為+10和-10 V之間的電壓,具體取決于扭矩的方向,。通過在直接切入外圓柱的齒形路徑上訓(xùn)練的電感式接近傳感器來集成速度測量,。
美國Magtrol扭矩傳感器應(yīng)用
- 螺旋槳 - 航空航天,海洋和直升機(jī)
- 汽車工業(yè)中的擋風(fēng)玻璃刮水器,,電動車窗,,啟動器,發(fā)電機(jī)和制動器
- 泵 - 水和油
- 減速齒輪和齒輪箱
- 離合器
- 電動閥門
- 鉆頭,,氣動工具和其他機(jī)床
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,。