liuzheng8 发表于 2022-11-5 20:58:11

求助 gx works3模块配置图

本帖最后由 liuzheng8 于 2022-11-5 20:59 编辑

gx works3在模块配置图里面右侧的部件选择下面没有模拟输入输出一些工具,哪位大师帮我看看怎么回事data:image/png;base64,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

xianban7 发表于 2022-11-6 20:53:04

模拟适配器不是吗
页: [1]
查看完整版本: 求助 gx works3模块配置图