如何理解示波器探头的工作电压范围、衰减系数、耦合阻抗等指标?
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怎么理解探头的一些指标?
1、探头的工作电压。例如2.5G有源单端探头HF2500标称的工作电压是16Vpk,破坏电压为40Vpk。这两个电压和被测信号频率是否相关?如果有关,按照下图在1GHz频率下(图中红色线条标注),工作电压是U2只有2Vpk左右,破坏电压U1只有16Vpk左右?而频率上升到2GHz时,工作电压仅能达到1Vpk左右?但这样的幅度并不能覆盖大部分的待测信号情况。
![数字示波器待检测信号](data:image/png;base64,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)
2、有源单端探头ZS1X00的手册注明衰减系数为10X,电路上是如何实现这样的衰减的,如下是ZS1X00手册中的等效电路
![电路](data:image/png;base64,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)
3、可以看到不同探头在示波器上对应可以选择的耦合方式也是不同的,例如:
探头ZS1000选择DC1MΩ耦合方式,从ZS1X00的阻抗-频率曲线上看,当频率为100KHz时探头的对地阻抗为1MΩ左右,如果示波器的耦合阻抗也是1MΩ,是否探头和示波器的共同阻抗为1MΩ//1MΩ=0.5MΩ?如何计算探头和示波器的共同阻抗?示波器的耦合阻抗1MΩ是否也和频率相关,是否也有阻抗-频率曲线?
欢迎交流:
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1、探头的工作电压。例如2.5G有源单端探头HF2500标称的工作电压是16Vpk,破坏电压为40Vpk。这两个电压和被测信号频率是否相关?如果有关,按照下图在1GHz频率下(图中红色线条标注),工作电压是U2只有2Vpk左右,破坏电压U1只有16Vpk左右?而频率上升到2GHz时,工作电压仅能达到1Vpk左右?但这样的幅度并不能覆盖大部分的待测信号情况。
2、有源单端探头ZS1X00的手册注明衰减系数为10X,电路上是如何实现这样的衰减的,如下是ZS1X00手册中的等效电路
3、可以看到不同探头在示波器上对应可以选择的耦合方式也是不同的,例如:
PP011 | ZS1000 | HFP2500 | D620-SI/QC/SP |
DC50Ω、DC1MΩ、AC1MΩ、GND | DC1MΩ、GND | DC100KΩ、GND | DC、GND |
探头ZS1000选择DC1MΩ耦合方式,从ZS1X00的阻抗-频率曲线上看,当频率为100KHz时探头的对地阻抗为1MΩ左右,如果示波器的耦合阻抗也是1MΩ,是否探头和示波器的共同阻抗为1MΩ//1MΩ=0.5MΩ?如何计算探头和示波器的共同阻抗?示波器的耦合阻抗1MΩ是否也和频率相关,是否也有阻抗-频率曲线?
欢迎交流:
如果您想和本文作者进行进一步的技术交流,敬请发送电子邮件到specialist@hwthinktank.com。如果您想要本篇文章的PDF,请直接在微信对话框中回复您的电子邮箱地址,工作人员将在两个工作日内发送本文的PDF版本给您。
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