问答

智能蚊香器，片用蚊香器，内置小风扇，输入输出3V左右的方案

[i=s] 本帖最后由 snail180313 于 2021-4-10 10:27 编辑 [/i] 如题，目前在使用已有的项目和板卡进行fpga的入门学习。xilinx芯片，fpga+9054的板卡设计，ise环境。过程中发现verilog中涉及到的输入输出引脚，有一些引脚在.ucf文件中并未进行引脚约束。想询问一下未进行约束的输入输出信号的引脚配置是如何的。引脚电压标准是LVTTL。

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**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**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**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**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**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[/img] 这个SPI2的时钟片选以及数据输入输出脚,可以任意切换吗?比如PB15即可MOSI又可以NSS,这种使用方法如何配置?

[i=s] 本帖最后由 新下级学 于 2020-11-13 20:24 编辑 [/i] 我需要一个比较便宜 容易买到的 的光耦，要求是： 1、现在可以是直插封装，批量时再改成贴片 2、输入输出端要求见下图。最好是开关型的。 3、频率无要求 谢谢！[attach]1571770[/attach]

buck 的最大占空比 决定了输入输出的最小压差， boost的输入输出最小压差是由芯片的 最小 占空比决定的吗？