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咨询个读flash的问题!
[img]data:image/png;base64,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***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[/img]如图,读460没有问题,如果把数组改成461就会出现硬件错误,是什么原因?
3651浏览量 6回复量 关注量 -
【外包】我司需要做个硬件采集电路板,请移步进来看看 sos
一路是pt100 温度测量范围-50-150℃, 输出可参考铂电阻温度对照表,电阻值经过调理、放大然后输给ADC的IN0。 第二路是压力采集,压力测量范围0-1Mpa,输出0-86mV DC,需要做调理、放大电路然后输给ADC的IN1。 第三路是湿度传感器,输出4-20mA,经过调理、放大电路后输入给ADC的IN2。 ADC的参考电压3.3V,3个调理电路的输入和输出得有一定的函数关系,以便ADC采集到值后反推出输入值。 有意向的请加我的qq,然后报个价格。
1109浏览量 0回复量 关注量 -
请问下STM32是否支持串口RX硬件滤除杂波信号? sos 赏100家园币
[i=s] 本帖最后由 m16ak47 于 2024-7-19 18:04 编辑 [/i] 麻烦请教下有个棘手的问题,如下图里面的现象,在正式数据到来之前有段杂波信号导致串口触发接收中断,接收中断的DMA缓冲区会不停的被这些杂波信号填满数据,导致后面来的正常数据被漏掉;但是我拿TTL转USB接这个RX信号,TTL转USB就会过滤这个杂波信号,只显示正常的数据,请问下STM32有没有什么方法能解决这个问题? [url=/data/attachment/album/202407/19/175046eadt5nwee76wudaf.jpg][img]/data/attachment/album/202407/19/175046eadt5nwee76wudaf.jpg[/img][/url]
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喇叭在播放时会发热很烫手,硬件上该怎么处理?
[i=s] 本帖最后由 tyw 于 2024-7-6 08:49 编辑 [/i] 如下图是一个喇叭线路, 喇叭接的是8欧0.8W的, 功放最大输出功率是1W, 现在喇叭频繁的播放"嘀 嘀"声后, 摸下喇叭的背面会感觉很烫手, 现在喇叭尺寸用的是2415的, 尺寸上是固定的不能改了, 请问下在硬件上怎么处理才能使得这喇叭在播放时不会发烫呢? 谢谢! [attach]2271854[/attach] [attach]2272052[/attach] [size=2][color=#ffffff][backcolor=purple] tyw 注[/backcolor][/color][/size]
13344浏览量 14回复量 关注量 -
关于GD32F450系列新品是否硬件完全兼容问题 sos
[i=s] 本帖最后由 阿巴斯 于 2024-3-12 10:48 编辑 [/i] 最近看中两款芯片,GD32F450VET6和 GD32F450VGT6是否硬件引脚完全兼容,GD32F450VET6芯片上的程序能够直接在GD32F450VGT6芯片上运行?看了官网的信息是软硬件完全兼容,但是不确定,请大佬解惑。 [attach]2230144[/attach] 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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]
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求助各位大佬——JFET的一种奇怪接法
本人硬件小白一枚,今天看到一个电路,其中用到了JFET,但是它的接法没有在书上看过,百思不得其解,请各位大佬不吝赐教。简单地说就是它将一对JFET的漏(D)和源(S)直接接在一起了,请问这样能起到什么样的作用呢?
8040浏览量 7回复量 关注量 -
华大硬件aes加解密 sos
在利用华大单片机加密时,只知道aes128加密,但是在利用平常的软件aes128加解密时,与单片机的加解密不一致,当加解密的数据长度都是16字节时,加解密都一样,但是个数不到16字节时,加解密完全不一致,想问一下软件如何实现加解密
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我也偶偶耍下逻辑分析仪,我是做硬件的,请问这些波形...
我也偶偶耍下逻辑分析仪,我是做硬件的,请问这些波形数据抓出来,然后呢?比对数据协议?所以说还是要软件去分析这些数据更合适些。有没有更好的方法,指教下
1905浏览量 4回复量 关注量