sunliezhi 发表于 2017-12-28 12:47:26

求助,protel99输出的gerber gtl中看到的贴片焊盘呈黄色

本帖最后由 sunliezhi 于 2017-12-28 12:55 编辑

用protel99画板,输出的gerber gtl中看到自己做到TFT LCD封装的贴片焊盘呈黄色,请问这是为什么呢?

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

sunliezhi 发表于 2017-12-28 14:24:50

GTP层也是黄色的, 有谁知道是什么原因么?这样做板有没有问题?


sunliezhi 发表于 2017-12-28 14:34:31

在 GBL 层中贴片焊盘的颜色就和线路的颜色一致
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查看完整版本: 求助,protel99输出的gerber gtl中看到的贴片焊盘呈黄色