GD-700A變壓器變比測(cè)試儀 GD-700A變壓器變比測(cè)試儀 在電力變壓器的半成品、成品生產(chǎn)過程中,新安裝的變壓器投入運(yùn)行之前及根據(jù)國(guó)家電力部的預(yù)防性試驗(yàn)規(guī)程,要求對(duì)運(yùn)行的變壓器進(jìn)行匝數(shù)比或電壓比測(cè)試,可以檢查變壓器匝數(shù)比的正確性、分接開關(guān)的狀況、變壓器是否匝間短路、變壓器是否可以并列運(yùn)行。傳統(tǒng)的變比電橋讀數(shù)不直觀,要進(jìn)行換算,只能逐相進(jìn)行測(cè)量。 ![](http://zt.yizimg.com/comfolder/586162/image/201512/20151221094609_8661.jpg)
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)
1、測(cè)試量程寬,zui高達(dá)6000。 2、測(cè)試速度快,15秒鐘完成三相測(cè)試。 3、Ζ形聯(lián)接變壓器測(cè)試。 4、自動(dòng)完成組別測(cè)試功能。 5、高、低壓反接的保護(hù)功能,變壓器短路、匝間短路保護(hù)功能。 6、打印機(jī)輸出測(cè)量結(jié)果,中文菜單顯示。 ![](data:image/png;base64,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)
1、 量程:0.9~6000 2、 精確度:±0.1%+2字(0.9~500)、 ±0.2%+2字(501~2000) ±0.3%+2字(2001~6000) 3、 分辨率:zui小0.0001 4、 工作電源:AC220V±10% 50±Hz 5、 環(huán)境溫度:-10℃~40℃ 6、 相對(duì)濕度:≤85%,不結(jié)露 7、 外形尺寸;400mmX320mmX150mm |