明德扬MP5652产品交流【汇总贴】
我们整理了大家提出的问题,本帖将所有问题进行一个汇总,大家可以从这里找到需要的问题答案,为方便您随时找到答案,敬请您收藏本网址!如果我们帖子里面没有的请第一时间联系我,微信同步:13316124179黄老师,我们会对新问题进行补充!
【问题1】MP5652-A10的编译环境是?答:QUARTUS【问题2】速率能到1G吗?data:image/png;base64,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答:不能,最高400MHz【问题3】5V供电的情况下,不跑DDR时,功耗能到多大?5V@2A的能带动吗?也不跑高速GTX的答:可以的【问题4】主芯片有24路收发器的,我们的产品显示只有16路,是收发器资源没有完全引出来吗?答:是的,没有引出来,当前A10核心板只能用16路,需要用24路要重新设计核心板。
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