qq1540182856 发表于 2022-11-24 11:20:18

CS5269带PD100W TypeC转HDMI 4K60HZ转换器方案开发（原理图+PCB文件

CS5269带PD100W TypeC转HDMI 4K60HZ转换器方案开发（原理图+PCB文件）
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Re:CS5269带PD100W TypeC转HDMI 4K60HZ转换器方案开发

bidezhi7777 发表于 2022-11-25 09:34:29

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查看完整版本: CS5269带PD100W TypeC转HDMI 4K60HZ转换器方案开发（原理图+PCB文件