新手求助iar use flash loader设置的USE

新手求助labview电压采集问题,求大神及新手们指点。 - LabVIEW论坛 - 中国电子技术论坛 -
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新手求助labview电压采集问题,求大神及新手们指点。
我想问下第一行的resource name应该怎么填?设备的IP为192.168.0.2
电脑的IP为192.168.0.1。用的吉时利公司的数据采集设备,用1米长网线连接PC和设备,接口是ETHERNET,就是RJ45吧。
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
KE2700 initialize是吉时利公司提供的测量I/O控件中的一个,和VISA并列。程序如下图
data:image/base64,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
这个问题好难。
那你看,要不怎么能问呢
查看完整版本:

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