简析电量隔离传感器的检测系统.doc
时间:10-08 13:56
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简介:
电量隔离传感器/变送器是一种小体积、高性能的电信号量测部件或模块,主要针对工程中的电量检测(监测),目的是提高系统的整体抗干扰能力。
电量隔离传感器/变送器既可以对现场的大电流、高电压、功率、频率、相角、电度等电参量进行隔离测量和变换,也可以对各种微弱信号(如各种桥路信号)进行隔离放大和变换,将其调理后,变换成符合国际通用标准的电压、电流、频率等模拟信号或变换成数字量、开关量状态等信号输出。
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)