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液位传感器-LG系列-磁致伸缩液位传感器 |
LG系列-数显表头式-磁致伸缩液位传感器 |
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![](/Upload/new image/型号图/LG1.jpg)
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带液晶显示的液位传感器 |
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磁致伸缩非接触式测量,没有磨损
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无须归零,无须定期标定、标定 |
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液位测量精度优于±0.05%F.S. |
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零点 / 满量程点任意可调 |
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自带防爆外壳,适用于爆炸性环境 |
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支持液位 / 温度同步测量,总线输出 |
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支持液面 / 界面双浮球液位测量 |
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可选接口 |
模拟量-电流
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模拟量-电压 |
Modbus |
输出信号 |
4~20mA;0~20mA
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0~10V; 0~5V; -10V~10V |
RTU信号,EIA-RS485/RS422 |
安装方式 |
螺纹安装(可选配法兰), 安装斜度≤5° |
量程范围 |
刚性测杆:100mm~5000mm |
测量参数 |
非线性度<±0.05%F.S.,重复精度<±0.002%F.S. |
附加功能 |
可选 液面 / 界面 双浮子测量,支持 最多5个温度测点 |
防护能力 |
直出电缆: IP68 |
工作温度 |
常规产品: - 40℃~+85℃; 高温产品: - 40℃~+250℃ |
工作电压 |
24VDC (-15/+20%), 超压保护, 反极性保护 |
可选浮子 |
浮子最小直径17.5mm,最大耐压2.5Mpa,最小密度0.45 |
■ 外形尺寸 |
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![](/Upload/new image/外形尺寸/LG-size.jpg)
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代号 |
含义 |
模拟量
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Modbus |
H |
电子仓高度 |
162.5mm |
Z |
首端盲区 |
50mm
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L |
可选量程 |
100mm~5000mm |
N |
末端盲区 |
50mm |
D |
测杆直径 |
10mm;12mm
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M |
磁铁规格 |
DL42; DL52 |
S |
螺纹规格 |
M18x1.5 |
注一:浮球不同,所对应首/末测量端测量盲区不同,订货前请咨询技术支持。
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注二:不带温度测量的测杆外径为10mm,带温度测量的测杆外径为12mm。
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■ 安装示意
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![](data:image/png;base64,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)
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LF系列数显表头式液位传感器,最大量程可达22米,测杆外部有聚四氟乙烯保护套,传感器通过法兰的安装于灌顶,法兰配有安装位置调节装置,可在一定范围内对传感器的量程进行调整。传感器首、末端有测量盲区,安装时需要考虑。
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模拟量输出
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针号
|
线色
|
定义
|
Modbus输出
|
针号
|
线色
|
定义
|
仅提供防水
接头输出产品
|
1
|
灰
|
模拟信号输出
|
仅提供防水
接头输出产品
|
1
|
灰
|
不接
|
2
|
粉
|
信号地
|
2
|
粉
|
不接
|
3
|
黄
|
不接
|
3
|
黄
|
A(RS485)
|
4
|
绿
|
不接
|
4
|
绿
|
B(RS485)
|
5
|
棕
|
+24VDC(-15%/+20%)
|
5
|
棕
|
+24VDC(-15%/+20%)
|
6
|
白
|
直流电源地
|
6
|
白
|
直流电源地
|
关键字:帝尔位移传感器 TR位移传感器 ASM位移传感器 TEMPOSONICS 巴鲁夫位移传感器 BALLUFF位移传感器 MTS 传感器 MTS 位移传感器 mts传感器 mts位移传感器 盾构机位移传感器 液压机位移传感器 绝对式位移传感器 绝对位移传感器 磁致伸缩式传感器 长度传感器 位置传感器 行程传感器 磁致伸缩位移传感器 直线编码器 线性位移传感器 直线位移传感器 位移传感器 |
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