瑞士INFICON寬范圍真空計在緊湊型設(shè)計中提供的精度和可靠性。四種物理技術(shù)涵蓋了從超高真空到大氣的整個真空范圍。 瑞士INFICON Pirani技術(shù)可在低真空和中等真空范圍內(nèi)實(shí)現(xiàn)經(jīng)濟(jì)的測量。INFICON微型電容式隔膜技術(shù)可在低真空范圍內(nèi)進(jìn)行測量,,而超高真空范圍則可通過熱電或冷電離技術(shù)實(shí)現(xiàn)。 每種測量技術(shù)都可作為獨(dú)立傳感器使用,,或與互補(bǔ)測量技術(shù)相結(jié)合,,在整個真空范圍內(nèi)實(shí)現(xiàn)好的性價比。
瑞士INFICON Pirani Gauge Enhanced 500(PGE500)配備了市場上新的數(shù)字對流增強(qiáng)型Pirani技術(shù),。由于對流的物理特性,這種皮拉尼在100至1000毫巴的測量范圍內(nèi)提供更高的精度,。堅(jiān)固的儀表和傳感器設(shè)計與眾多工廠內(nèi)置功能相結(jié)合,,如明亮,清晰,,清晰的OLED顯示屏,,集成鍵盤,RS485 / RS232數(shù)字接口和4個可選模擬輸出信號,,使PGE500具有高價值/低擁有成本選擇,。所有這些特性使該測量儀符合許多應(yīng)用,其中需要從低真空到高真空范圍的經(jīng)濟(jì)真空測量,。
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)
3PE5-001-BTF0
3PE5-001-BTF2
3PE5-001-BTF5
3PE5-021-BTF0
3PE5-003-BTF0
3PE5-006-BTF0
瑞士inficon PGE500寬范圍真空計好處:
- 對流增強(qiáng)型皮拉尼技術(shù)可在大氣壓范圍內(nèi)實(shí)現(xiàn)寬測量范圍和更高精度
- 多功能一體式有源儀表,內(nèi)置顯示屏,2個設(shè)定點(diǎn),,4個模擬輸出信號和2個數(shù)字接口
- 帶鍵盤的明亮數(shù)字OLED顯示屏,,可進(jìn)行簡單的設(shè)置,校準(zhǔn)和操作
- 4個可選模擬輸出信號(3個用戶可選,,1個默認(rèn))
- 出廠預(yù)設(shè)模擬輸出信號或通過鍵盤選擇
- 工廠預(yù)設(shè)顯示單元或通過鍵盤選擇
- 用戶可編程設(shè)定點(diǎn)繼電器(工廠根據(jù)批量訂單要求預(yù)先設(shè)定)
- 鍍金鎢絲
- 機(jī)械強(qiáng)度高,,堅(jiān)固耐用,不易受機(jī)械沖擊和振動影響
- 可選擇法蘭選項(xiàng)
- 符合性和標(biāo)準(zhǔn):CE,,RoHS
在直接滴替代大多數(shù)威-菲利普斯®的Mini-Convectron ®模塊(GP275)
(威-菲利普斯®和Mini-Convectron ®注冊MKS儀器,,馬薩諸塞州安杜佛的商標(biāo))
瑞士inficon PGE500寬范圍真空計典型應(yīng)用:
- 前真空壓力測量
- 一般真空測量和控制形成低至高真空范圍
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,、液位計、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,。