回复第 2 楼 于2013-12-18 22:00:33发表: 建议参考F4系列的手册, F2系列和F4系列引脚兼容,管教的功能也是兼容的,F4手机比较齐全,比较有参考性。 F103好像没有170多管教的176管教的芯片吧,F2 和F4才有的 首先谢谢您的回复 1、对于焊盘来说我需要这样的建议,这是stm32f103中的说明 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 2、是关于MSL和回流焊温度曲线的数据,不知道从哪里获得到? 毕竟间距、锡球焊盘都比较小,批量时很担心虚焊问题
所在话题
参与活动
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滴滴押注社区团购,明确“投入不设上限,要做市场第一”
线下 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
网络 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
网络 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
网络 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
线下 2020-10-16 -
滴滴押注社区团购,明确“投入不设上限,要做市场第一”
线下 2020-10-16