zhugw519 发表于 2024-3-7 20:35:47

核心板的JTAG如何引出?

核心板有JTAG引脚,但是没有引出到底板上,如果在核心板上飞线引出JTAG,应该是核心板的哪几个引脚?资料中没有看到核心板的引脚图。

米尔小助手4 发表于 2024-3-11 09:26:18

本帖最后由 米尔小助手4 于 2024-3-11 09:28 编辑

核心板上的引脚是data:image/png;base64,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查看完整版本: 核心板的JTAG如何引出?