995823615 发表于 2023-11-28 22:24:54

一个TI的DCDC应用电路

TI的DC/DC降压芯片:可以调整开关频率,使用负载仪跑2.5A老化四小时,纹波在30-35mV之间。
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rockchips 发表于 2023-11-28 22:38:05

xg25 发表于 2023-11-29 08:35:11

luguijing 发表于 2023-11-29 08:47:30

790 发表于 2023-11-29 08:48:25

sekisan 发表于 2023-11-29 08:50:21

power3 发表于 2023-11-29 08:50:23

·风来了 发表于 2023-11-29 08:50:28

cy30404 发表于 2023-11-29 08:54:56

谢谢分享!

maogege-chen 发表于 2023-11-29 08:58:40

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查看完整版本: 一个TI的DCDC应用电路