大功率交流断路器测试方案
断路器是指能够承载和开断正常或异常回路的电流的开关装置。断路器可用来分配电能同时保护系统。当发生严重的过载,短路或欠压等故障时断路器能够自动切断电路,而且在分断故障电流后一般不需要变更零部件。
断路器测试要求较为严苛,而大功率交流断路器测试更是为工程师提出了新的挑战。在很多厂家的测试应用中,需要测试设备提供很大的电流,极快的电流变化速率,极高的精度和可控度来仿真输入端的各种异常条件。
AMETEK为此类应用提供了一个可选的方案:大功率交流电流源+变压器。
AMETEK交流电流源不同于电压源,在各类电路条件下均不受负载的变化影响,始终保持恒定的电流输出,且其电流输出波形精准可控,瞬态响应速率极高。变压器的使用,使得输出的电压和电流可根据需求设置,满足不同等级的需求。这套方案,已经得到众多厂家的认可。
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)
某客户选购一套定制化系统用于断路器测试,这套定制化的系统主要部件为1台Lx系列交流电压源+3台CS系列交流电流源和一台变压器。