jkwnejot 发表于 2025-12-19 16:56:18

我想问一下,我这样画电容可以吗

我想问一下,这样画电容,走线比电容焊盘大,电容还有效果吗?

wangxiangtan 发表于 2025-12-19 17:07:30

必须有啊,放心大胆的画,没毛病{:4_174:}

jkwnejot 发表于 2025-12-19 17:15:35

wangxiangtan 发表于 2025-12-19 17:07
必须有啊,放心大胆的画,没毛病

我这样画也没事吗?不太理解哈,电容只要在网络里就有储能稳压的效果吗?即使走线很宽?能不能讲解一下,谢谢了

lcwswust 发表于 2025-12-19 17:23:27

那你得说一下为什么会没效果?家里的电线粗一些好还是细一些好?

jkwnejot 发表于 2025-12-19 17:28:40

lcwswust 发表于 2025-12-19 17:23
那你得说一下为什么会没效果?家里的电线粗一些好还是细一些好?

肯定是线宽好的,尤其大电流的时候,我的意思是走线太宽的话,电流是不是直接流向负载了,电容失去了储能和稳压的效果

网老四 发表于 2025-12-19 19:05:12

可以这样画,电气上没问题,就是焊盘散热太快,焊接时候费劲

jkwnejot 发表于 2025-12-19 19:20:53

网老四 发表于 2025-12-19 19:05
可以这样画,电气上没问题,就是焊盘散热太快,焊接时候费劲

哦,谢谢

DebugLab 发表于 2025-12-20 00:19:35

可以的,但是通孔焊盘处大面积铺铜导热快,手工焊接可能会不好焊

晓飛飛 发表于 2025-12-20 01:08:03

看起来像是LM2596之类的buck电路,但看引脚定义又不一样FB回路上放退耦电容不好,会增大输出纹波,注意一下。
如果遇到这种情况,那粗了反而没有细了好
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

jkwnejot 发表于 2025-12-20 09:48:46

晓飛飛 发表于 2025-12-20 01:08
看起来像是LM2596之类的buck电路,但看引脚定义又不一样FB回路上放退耦电容不好,会增大输出纹波,注意一下 ...

FB上的退耦电容说的是C5这个电容吗,手册有要求,加一个33nf电容。

您画的这两个图,我个人理解,如果是大容量的电解电容,用于稳定电压,做储能的话,应该没有区别,如果小电容用作滤波的话还是第二个好,不知道理解的对不对
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查看完整版本: 我想问一下,我这样画电容可以吗