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汽轮发电机转子匝间短路RSO法分析仪
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特点:
主要技术参数:
主要技术指标 1) 设计使用范围 隐极式发电机转子 2) 电源要求 电压:220 VAC 的90-120% 频率:50或60 Hz 3) 通道数:2 4) 信号采样率:1.526 kS/s 至 100MS/s 5) 时基频率:100 MHz 6) 时基精度:±50 ppm 7) 采样分辨率:8 bits 8) 输出脉冲: 注入的脉冲幅度在8至12V之间,避免安全隐患 9) 空载通道电压偏差: 任一点不大于50mV 10) 输出波形: 上升沿时间、波形和重复频率都是基于大量的实际数据库所设计 11) 自检功能: 内置转子模拟电路使得用户能验证分析仪是否正常工作 12) 程序软件: 12.1、软件图象化,简体中文原版软件 12.2、外环响应曲线、内环响应曲线、内外环差值响应曲线,三通道同时显示,方便进行图谱分析。 12.3、可以保存测量数据及图谱,并可调用历史数据进行故障分析。 12.4、具备短路故障自动诊断及人工诊断两种模式,用户判定故障类型 12.5、基于行波转播原理,利用时间计算进行故障点定位。可显示差值响应曲线中的两个波峰之间的间隔时长为脉冲信号在整个绕组中的单向传播时间,及差值响应曲线的峰值与内外环响应曲线上升沿起始位置的间隔时长(即脉冲信号与短路故障点的往返时间)。输入转子绕组长度便可得出短路故障点的位置。
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)